Patent Application
20060132952
The present invention relates generally to the storage and/or retrieval of information on magnetic storage media by using one or more novel approaches alone or in combination. These novel approaches are capable of using at least one code which may comprise more than two values (i.e., more than a “0” and a “1”). A series of approaches applies generally to existing electric and/or magnetic storage/retrieval systems (e.g., magnetic, magneto-optic, etc.) as well as other novel electrical/magnetic systems. Each series of approaches is capable of storing information in one or more codes, wherein such approaches permit, if desired, the use of at least one higher order code which is different from the traditional binary code of “0's” and “1's” currently utilized for the storage of digital information. Said at least one higher order code may comprise three or more magnetic and/or magneto-optic values or bits that are used to represent, for example, ASCII or Unicode characters that are currently represented predominately by the traditional binary code. This higher order code may also be an analog or analog-like code.
Data storage devices have been becoming smaller in size (as well as faster) due to, for example, the continued improvement in the ability to store more information in smaller spaces. For example, over the past twenty years the ability to place more data on magnetic storage media such as magnetized hard-disk drives and/or floppy disks, as well as on optical media (e.g., compact disks “CD's” and more recently, Digital Versatile Disk “DVD's”) has been increasing at a phenomenal pace. The impressive increase in the ability to store more data in smaller areas has been one of the main driving forces for rendering computers, and other electronic devices with reasonably sized memories, accessible to a typical home or small business consumer. Further, the high operating speeds of microprocessors have required stored data in computers to be rapidly accessible (e.g., both the rate at which information is delivered to a microprocessor as well as the amount of time it takes between the time that a microprocessor requests a file and when the first piece of data begins to flow from the file to the microprocessor are important). Magnetic memory has undergone many recent improvements and has been utilized extensively in data storage/retrieval devices because magnetic memory currently provides the least expensive alternative for the fast writing and reading capabilities for data. However, the various currently utilized magnetic technologies face a variety of technical challenges and appear to be headed for a stopping point. Specifically, these various approaches for the storage and/or retrieval of information may no longer be capable of meeting the growing demands of the industry, without experiencing significant technical enhancements.
For applications where speed has historically been less important, various optical technologies have been growing in popularity. Many technical advances have been made in the recording and/or retrieval of information by optical means. In systems which use compact disks (“CD's”), compact disk read-only memory (“CD-ROM's”) and/or Direct Video Disks (“DVD's”), the storage and/or retrieval of information has also been of great interest. For example, the first CD's manufactured were CD-ROM's that are currently capable of storing about 650 MB of data. This equates to about 74 minutes of play-time for music that has been recorded in a typical recording mode.
In particular, the standard current approach for utilizing CD-ROM's, includes the use of a solid state interrogating laser (or in some cases more than one laser) which has a wavelength of about 780 nanometers (0.78 μm). The standard CD-ROM is about 12 cm in total diameter and has a thickness of about 1.2 mm. The standard CD-ROM has information recorded on plateaus (“bumps”) and valleys (“pits”) that spiral from the inside of the disk toward the outside of the disk. The digital data stored in the tracks that comprise the spirals must be separated by enough space (e.g., tracks are typically separated radially by about 1.6 μm) so that when the data is read with an interrogating solid state laser, crosstalk from adjacent tracks does not occur (i.e., recorded information is received from only one track at a time). Accordingly, the placement of more information onto a typical CD has been limited by the required size (e.g., length and width) of the plateaus (“bumps”) and valleys (“pits”). The size of the plateaus and valleys (e.g., typically not less than 830 nanometers in length) has been a function of various factors, including the wavelength of the laser utilized to read the information from the CD.
Various attempts have been made to increase the memory capacity of current CD's, including the stacking of a plurality of disks one on top of the other so as to provide more memory space, as well as other attempts to miniaturize the digitized information stored in the tracks.
The most recent significant improvements in this type of optical storage/retrieval technology have been the creation of the DVD, which is known as the “Direct Video Disk” or the “Digital Versatile Disk”. The first commercial products of DVD's entered the marketplace in late 1997. The DVD technology is similar to the technology in CD's, except that, for example, the wavelength of lasers utilized to read information from DVD's is smaller than that used for CD's, namely, about 635 nanometers or 650 nanometers, compared to about 780 nanometers for CD's. The size of the plateaus (“bumps”) that make up the DVD are about 320 nanometers wide, a minimum of about 400 nanometers long and about 120 nanometers thick. About 740 nanometers separate one track from the next, compared to the about 1600 nanometer separation of tracks in CD's. A standard DVD is physically about the same size as a CD, but has a memory capacity that is about seven times greater than that of CD's. In particular, the memory capacity of a one-sided, one-track, DVD is now about 4.7 GB. However, recent improvements in DVD have allowed digital information to be placed on both sides of a single track, as well as both sides of a double track. In this regard, a first interrogating laser reads the digitized data on a first side of a first track (i.e., in the form of bits arranged in a spiral track that begin in the innermost portion of the DVD and spirals outward). Then, information can be retrieved from the opposite side of the first track in a similar manner from a second laser; however, the spiral track of information typically begins on the outermost portion of the disk and spirals inward toward the center. Accordingly, when dual-track, dual-sided DVD disks are used, the current amount of memory that can be achieved is about 17 GB.
Another optical data storage technique which shows promise is known as holographic memory. The potential for high storage capacity and high storage retrieval rates using the holographic technique is tremendous. In particular, for example, recent work in a system known as Holographic Data Storage System (“HDSS”), has shown that data can be accessed in 100 microseconds or less, which is several orders of magnitude faster than the millisecond retrieval of data in typical magnetic-disk drives. Briefly, in this technology, an optical-interference pattern is created within a desired photosensitive material (e.g., a crystal or a polymer). The optical interference pattern is imprinted as a result of physical changes in such materials. The interference pattern is created by the interaction between an object beam and a reference beam, both of which typically originate from a single light source (e.g., a laser), but are split into two different pathways by a beam splitter. Specifically, the object beam is incident on a target object that contains data, and modifies the object beam, while the reference beam, taking a separate path which leaves it unmodified, interferes with the object beam at the holographic storage medium. When the two beams meet at the holographic storage means, the interference pattern which results from their interaction is stored on or in the holographic storage means. The holographic storage means is later interrogated by a reading or reference beam, which upon interacting with the holographically stored interference pattern, can then recreate the holographic image containing the data originally stored in the object beam.
While the holographic optical technique shows great promise for the future, current industrial emphasis is being placed primarily on improving existing digital optical and magnetic storage/retrieval systems so that more information can be stored in smaller spaces, and retrieval times can be decreased without significantly changing the basic methodology and hardware for the storing and retrieving of information.
With regard to placing more data onto magnetic recording media, effects such as the paramagnetic effect (e.g., magnetic crosstalk between magnetic domains comprising bits) are already beginning to cause problems. Experts have postulated that in coming years, magnetic storage technologies could reach a limit imposed by the superparamagnetic effect (“SPE”). The physical phenomenon known as SPE can occur in a magnetic data storage system when the magnetic spins of electrons in the domains which comprise a bit (e.g., in current technology typically either a “0” or a “1”) become unstable due to, for example, the environmental thermal energy surrounding the bits. Instability of bits occurs when smaller and smaller numbers of domains or atoms are used to comprise a bit and the ability for the domains or atoms to maintain their given spin directions (e.g., corresponding to, for example, a “0” or a “1”) becomes difficult. Non-maintenance of spin directions results in a “flipping” of spins back and forth and thus changing “0's” to “1's” and “1's” to “0's”, etc. Such changing or flipping of spins will result in a corruption of the data or information that the “0's” and “1's” represent. Accordingly, in order for smaller numbers of atoms to be used to form a bit and in order for the bit to be viable, techniques and/or materials for preventing the superparamagnetic effect need to be developed to overcome the deficiencies of the prior art.
Another potential problem in recording information magnetically is that the write head which is used to align magnetic domains in the magnetic storage media may be limited in the ability to impart a required field strength over the entire domain area comprising a bit to cause the magnetic domains to behave as though they have been exposed to a substantially uniform field. In such cases, it is possible that differently oriented domains within a bit (e.g., differently oriented due to being subjected to different magnetic field strengths within a single writing head due to, for example, non-uniformity of the magnetic flux lines emanating from the write head and/or differently oriented because some domains require more energy than other domains to align due to, for example, their location within a bit) may have a higher tendency to become corrupted, as well as adding to signal/noise ratio problems.
One attempt for miniaturizing domains involves the use of so-called “hard” magnetic materials. The use of hard magnetic materials is desirable when compared to “soft” magnetic materials because hard magnetic materials are more likely to maintain their magnetic spin directions when domains comprising the hard magnetic materials are closely spaced. In this regard, various rare-earth and transition elements have been found to be magnetically stable and are thus termed “hard”. Such magnetically stable materials are known to have a higher coercivity, which is typically represented by “Hc”. Stated in an over simplified manner, the higher the Hc value, the greater the resistance of the material to outside influences, such as outside magnetic fields (e.g., the harder it is for material to lose its imprinted spin direction due to an increase in temperature and/or the influence of other magnetic fields, etc.). However, one drawback for utilizing “hard” magnetic materials is that hard magnetic materials are more difficult to magnetize than soft magnetic materials (e.g., in some cases, depending on the particular materials chosen, much more difficult to magnetize). This makes it more difficult to record data initially in hard magnetic materials. There are various known approaches for solving the problem of encoding data into hard magnetic materials which approaches utilize a laser in conjunction with an appropriate magnetic write head. These various approaches have been referred to generally as the “magneto-optical” approach. These magneto-optical approaches effectively reduce the Hc value of the magnetic domains by causing the domains to be locally heated just prior to being subjected to the magnetic write head. Thus, the coercivity (Hc) of the domains is effectively reduced and when such effective reduction in Hc has occurred, a somewhat standard write head, or in some cases a very different write head, can be used to alter favorably the magnetic domains. In other words, the use of a laser, which provides thermal energy to the domains of the hard magnetic material, causes the hard magnetic material to behave in a manner which is similar to a somewhat softer and thus easier to magnetize magnetic material.
Each of the known approaches for utilizing the magneto-optic techniques involves the use of at least one laser and/or at least one laser focusing system. However, one of the common problems facing these magneto-optical approaches is that the lasers that are utilized to soften the hard magnetic material prior to subjecting the hard magnetic material to a magnetic field is that the lasers typically generate excess amounts of heat that can flow to neighboring bits or tracks (e.g., thermal energy is caused to migrate to undesirable neighboring tracks or areas resulting in a potential corruption of stored information). Accordingly, various laser applications and/or storage solutions have been devised to minimize the transfer of heat from the laser to neighboring tracks, and thus minimize the loss of recorded information. However, to date this thermal transfer of laser energy still presents problems to varying degrees in all the prior art approaches.
One interesting technique for the reading of data in connection with one optical-magnetic system is the use of an effect known as the “Kerr effect”, and more particularly, the “magneto-optical Kerr effect”. Briefly, current uses of the magneto-optical Kerr effect involve incident polarized light being reflected from the surface of a magnetic domain in different ways, depending on the orientation of the magnetic domains (e.g., depending on electron spin directions). The changes in the reflected polarized light are made, by algorithms, to correspond to different digitized data. Specifically, when the incident polarized light encounters different magnetic field orientations (e.g., north or south domains comprising a bit which are ordered to represent either a “0” or a “1”) the polarization state of the reflected light is changed.
Another approach to the digital storage of information that shows future promise is known as atomic resolution storage (“ARS”). This approach, similar to holographic techniques, is capable of storing tremendous amounts of information in a small amount of space. In this technique, generally, very small electron probes, which are used to generate electron beams, are formed into an array. The electron probes have tips that are roughly the size of atoms. The electron beams from the electron probes are made to be incident upon a storage medium so that the incident beams cause some sort of physical change in the storage medium (i.e., the medium comprising the computer memory). One example of such a storage medium is a material that is capable of containing at least two stable phases at ambient operating conditions so that an incident electron beam emitted from an electron probe changes the storage material from one phase to the other. In this technique, encoded bits of information are represented by the change in phase of the phase-change storage material. This technique, similar to the magneto-optical technique discussed above, also suffers from the problem of heat flowing between data spots created by the incident electron beams when the spots or bits are initially recorded. Accordingly, one of the challenges faced by this relatively new technology includes reducing the flow of heat between data spots which are created by the array of electron beam generators.
The retrieval of stored information is also a challenge. In this regard, as bits become smaller and include lesser numbers of magnetic domains per bit and/or the domains are oriented differently, (e.g., domains are aligned perpendicular to the substrate containing at least one magnetic surface thereon instead of being parallel to the substrate surface) such bits are capable of being packed more tightly together. Assuming that the bits are not corrupted by their tight packing and/or smaller numbers of magnetic domains and/or non-uniform alignment within a bit, then reading of these tighter packed domains comprising the bits also becomes a challenge which the prior art is still struggling to overcome. Historically, large numbers of magnetic domains were present in each bit which contained digital data. Thus, the resulting or induced magnetic fields were relatively large and various forms of known inductive reading techniques were sufficient to ascertain whether the hundreds or thousands of aligned domains in a bit corresponded to a “0” or a “1”. However, as prior art miniaturization recording techniques progressed, the known inductive reading techniques were typically not sensitive enough to determine accurately the alignment of ever decreasing numbers of domains comprising a bit (e.g., signal to noise problems in the storage and/or retrieval of digital data bits were exacerbated).
The development of magnetoresistive heads, and the subsequent development of giant magnetoresistive heads, has enabled smaller numbers of domains comprising a digital bit to be read accurately. In both of magnetoresistive and giant magnetoresistive heads, the electrical resistance of one or more materials comprising the read head(s) is examined. In particular, both magnetoresistive and giant magnetoresistive heads are made from materials that exhibit small changes in their electrical resistance as a function of magnetic fields created by oriented domains to which such heads are exposed. Giant magnetoresistive heads are two or three times more sensitive than magnetoresistive heads due to their novel structure which includes layering of different materials stacked on top of each other. One problem that continues in these technologies is the presence of magnetization vortices in the recorded domains. Such vortices may result from the difficulty in achieving uniform domain alignment within a bit due to, for example, the difficulty in applying a required magnetic field (e.g., uniform field) to the domains during the recording or writing process.
While use of the magneto-optical Kerr effect and new read heads such as magnetoresistive heads and giant magnetoresistive heads have improved digital data retrieval techniques, further miniaturization is pushing the limits of these systems. Accordingly, additional improvements are necessary in the ability for hardware, combined with suitable programming, to detect even smaller numbers and/or smaller sizes of domains comprising digitized (or analog) data bits. Thus, additional innovations in the detection of stored data are required.
In addition to the storage of information digitally, the possibility or promise of storing information in an analog manner continues to intrigue various investigators. While certain improvements have been made in, for example, the processing of analog information (e.g., the advent of VLSI (Very Large Scale Interrogation) chips, the techniques for the storing of analog information need much improvement. Particularly, while analog computing has been known for several decades, an accurate and fast-paced system for the storage and retrieval of information has continued to elude researchers. In this regard, digital computing has received the greatest amount of attention because of it's relative dependability for the storing and retrieving of information in a “1” or a “0” digitized format. Briefly, digital approaches typically include storing a sampling of the analog information that is to be recorded. The number of samples taken (e.g., such sampling typically occurs in predetermined units of space or time) from the analog source will correspond to the accuracy between the original analog image or sound and the stored digital data (i.e., the more digital samples that are recorded of an original analog image or sound, the more accurate the reproduction of the original analog image or sound will be). These techniques of predetermined quantum amounts of sampling of analog images have been adequate for most digitized applications, however, as the need for more accurate recording and retrieval of information occurs (e.g., in, for example, the fields of computing or determining various engineering and scientific relationships in the following representative areas: gravitational; electrostatic; magnetic; thermal; stress; fluid flow field analysis; wave propagation; image processing; etc.), the availability of computing with more accurate data becomes important. However, the digitization of tighter and and/or smaller sampling amounts from an analog source can result in tremendous amounts of digitized data being stored to represent a small actual amount of analog information. This is one area where analog computing has a distinct advantage compared to digital computing. In particular, an analog computer will store only a single piece of information corresponding to a single sampling area, whereas a digital computer will need to store somewhere between, for example, 8 and 16 bits of data to represent the same single piece of information stored in an analog fashion. The large number of bits required to store digital information corresponds to the requirement to store information in an ASCII or Unicode format. However, in order to escape from the current ASCII or Unicode format, analog storage requires a very large number of different data bits (e.g., data corresponding to much greater numbers than merely “0's” and “1's”) to be stored and retrieved. Current prior art techniques have great difficulty in storing and/or reading bits corresponding to anything other than “0's” and “1's”, let alone the attendant problems of storing and/or reading, for example, a near infinite number of possibilities (e.g., 1, 2, 3 . . . n+1). However, when performing complex calculations, the digital process may result in very slow processing times as well as requiring very large memories. It is for this, as well as other reasons, that analog computing is still very attractive. Thus, while advances in the processing of analog information have been made, reliable techniques for the storage and retrieval of analog information are still being sought without any good solutions currently existing.
As stated above, with regard to digital computing, much of the recent technical emphasis in data storage and retrieval for both optical and magnetic memory enhancement has been on shrinking more information into smaller areas. The ability to place bits, which are the smallest elements of information used by current digital memory systems, into a binary code format, which is a combination of “0's” or “1's”, into a smaller area on, for example, magnetic and/or optical disk storage media (e.g., a disk or a tape) may soon reach a limit. Thus, current technologies for writing and/or reading binary data onto and/or from current storage media will be pushed to the maximum limit. Computer designers are already facing a performance gap whereby processors can process information faster than the information can be retrieved from computer memory.
The majority of the currently proposed approaches for the digital storage of information, suffer from the same problem, namely, that the magnetic and/or optical information which is stored uses a binary code (i.e., a base-2 number system) which is a combination of “0's” and “1's”. The predominance of the use of a “binary” code has been due to, for example, difficulty in distinguishing signals (e.g., a “0” or a “1”) from background noise. In this regard, many techniques have been proposed which use various hardware, as well as algorithms, which attempt to read accurately the stored information as either a “0” or a “1”.
However, certain prior art techniques have been postulated for utilizing codes other than binary. In particular, U.S. Pat. No. 6,154,432, entitled “Optical Storage System” discloses a holographic system which records information in very small spots and postulates that 10 or more digits may be possible to record on a single bit. Accordingly, this holographic technique discloses codes higher order than binary.
Further, for example U.S. Pat. No. 5,450,363, entitled “Gray Coding for a Multi Level Cell Memory System” discloses the use of a so-called “gray code” approach (also known as “gray scale” by others) for data storage. This approach also uses a system which is higher order than binary. In particular, reference is made to the storage of multiple bits of information in a single memory cell thus creating a multi-level cell.
Still further, U.S. Pat. No. 6,061,005, entitled “Encoding of Data”, discloses a method of encoding data on magnetic cards which uses symbology other than binary, such as trinary, quaternary or even higher symbology, for the recording of information.
However, while various techniques have been postulated for systems which use codes higher than binary, none of such codes have been commercially adopted due to, for example, signal to noise ratio problems, etc. In particular, reading errors can occur due to lack of contrast between data values. Such lack of contrast can be caused by random noise (e.g., vibrating inaccurate positioning of recording/reading heads, fidelity loss during recording, etc.) and determinate variations. Accordingly, a need exists for techniques which can be commercially viable which can use codes reliably that are higher order than traditional binary codes for the storage and/or retrieval of information.
A very particular combination of “0's” and “1's” is known as the American Standard Code for Information Exchange (i.e., the ASCII code) which assigns a unique code number between 0 and 127 to each of the 128, 7-bit, binary number characters. Table 1 below shows in table form the current ASCII characters arranged by Hexidecimal digits (i.e., 128 different encoding combinations of groups of seven bits). Reading within the Table from left to right and then down, the first 32 values are codes which correspond to various computer control functions such as line feed, carriage return, etc. The 33rd value corresponds to the “space” character. Values 34-48 correspond to symbols and punctuation marks. Values 49-58 correspond to digits, and so on, until reaching value 128, which corresponds to “delete”. In addition, each of these values also has a corresponding hexidecimal character. For example, the hexidecimal digit corresponding to the “space” character is “20”, while the hexidecimal digit corresponding to the letter “n” is “6E”, and so on.
These 128 characters are enough characters for North American English to be stored and/or retrieved, but are not enough for many other languages (Note: In ASCII, the eighth bit is unused, and is thus normally set to “0”). To represent more than 128 characters, 8-bit (rather than 7-bit) binary numbers are utilized. For each digit in these eight bits there are two choices for the digit, either “0” or “1”. This results in a possibility of an additional 128 characters or a total of 256 different combinations of “0's” and “1's” (i.e., 28). Accordingly, the current data storage approaches utilize these 256 combinations of “0's” and “1's”. However, these 8-bit numbers still do not provide enough room for all characters that need to be used in the world (e.g., certain Asian languages have thousands of characters each). In addition, there is no universal agreement in the world on what all the characters should be, whether referring to the 128 characters, or the 256 characters, or any number of characters beyond these.
However, certain approaches for dealing with all the various languages in the world, which collectively contain many thousands of characters, are beginning to utilize something-referred to as the “Unicode”, which uses a 16-bit character set. In order to adopt something similar to the Unicode, even greater strain will be placed on current memory techniques.
Whether using an 8-bit, 16-bit, or some other approach, all such approaches have been limited primarily to using a binary system of data storage. However, due to: (1) the impending size barrier for the storage of information on, for example, magnetic, magneto-optic and/or optical media; (2) the performance gap between how fast a processor can process information versus how fast a processor can access information; and (3) the goal for a universal adoption of a common set of characters throughout the world, a different approach for the storage of information, either by digital or analog approaches, is clearly needed. The present invention satisfies the current and future data storage needs by using different approaches for the storage and/or retrieval of data; and/or different codes that use a code higher than the current “base-2 code”.
It is an object of the invention to provide a means for storing/retrieving digitized information magnetically.
It is an object of the invention to provide a storage/retrieval means for utilizing codes other than binary.
It is an object of the present invention to provide an increased number of characters that can be stored as a single bit of information.
It is an object of the invention to provide the ability to store the 128 ASCII-type characters in a much smaller space than the space that is used in a standard binary code of “0's” and “1's”.
It is an object of the invention to provide a means for storing/retrieving codes other than binary.
It is an object of the invention to utilize at least a base-3 coding storing/retrieving system.
It is an object of the invention to utilize a least a base-4 coding storing/retrieving system.
It is an object of the invention to utilize at least a base-6 coding storing/retrieving system.
It is an object of the invention to utilize at least a base-8 coding storing/retrieving system.
It is an object of the invention to utilize at least a base-10 coding storing/retrieving system.
It is an object of the invention to utilize particular aspects of the various Zeeman effects in connection with the storage/retrieval of digitized information.
It is an object of the invention to utilize particular aspects of the various Zeeman effects in connection with the storage/retrieval of analog information.
It is an object of the invention to utilize an analog-like approach to the storage of data.
The current process of storing bits, which is the smallest element of information used by current memory systems, uses a binary format of only “0's” and “1's”. A bit which is “off” is considered to be “false” or “not set”, while a bit that is “on” is considered to be “true” or “set”. Historically, because bits could only be one of two values, bits have been combined together into larger units in order to represent more characters or values. “Nibbles” are groups of four bits and “bytes” are groups of eight bits (i.e., two “nibbles”). Bytes are typically what are used to store “characters”. “Characters” typically include letters, numbers and/or symbols. For example, the ASCII code uses 128 different encoding combinations to represent:
To represent more than 128 characters, an eighth bit can be utilized. However, the ability to store a binary code of only “0's” and “1's” limits the ability for information to be miniaturized. For example, to store a single character from the ASCII code, at least seven bits of memory (typically eight bits are currently required because the last bit is usually set to zero) are needed. Table 2 sets forth one example of how a typical computer memory system would store the word “Patent”.
Thus, the letter “P” corresponds to the ASCII character 80, which is represented by the binary code “01010000”. The first “0” in the sequence is often referred to as “the last bit” and is typically set to “0” for all ASCII characters. The corresponding hexidecimal digit or byte representation is “50”. In order for the computer memory system to store the letter “P”, eight bits must be sent to memory in the order “0-1-0-1-0-0-0-0”. Likewise, to store the letter “a”, eight bits must be sent to memory in the order “0-1-1-0-0-0-0-1”. Accordingly, 48 bits are used to store the six (6) letter word “Patent”. Similarly, when a microprocessor unit accesses the portion of memory containing the set of bits representing the word “Patent”, the same number of bits (i.e., 48) or six (6) bytes must be processed by the microprocessor. Clearly, if the word “latent” could use a smaller amount of memory, less memory capacity would be needed in a computer and/or the rate at which data could be stored and/or retrieved from memory would be enhanced.
In a first aspect of the invention, a coding system that is a higher order system than a binary coding system is utilized for the digitized storage of information. For example, any digital coding system which uses three or more different code characters (i.e., a coding system which operates in “base-3” or greater) will result in a reduction in the number of bits needed to store the same amount of digital information relative to a binary system. Thus, by using a higher order memory system, the possibility of storing more digitized information in a smaller memory area exists. Likewise, the rate of storing and/or retrieving digitized information should also increase due to memory being stored in a physically smaller area. This permits a data retrieval device to function more efficiently. The present invention permits the use of a digitized memory system which is base-3 or greater. Moreover, as more code characters are used (e.g., higher order systems of more than 10 or more than 20 different characters are utilized) the digitized system begins to behave in a manner which is similar to analog systems and can thus be referred to as “analog-like”. In other words, as the amount of digital sampling of an analog source increases, the recorded digital signal begins to approach the storage of most features of the analog signal. However, current data storage/retrieval techniques utilize, for example, 8 or 16 bits to store a single piece of analog information, which limits the amount of sampling of an analog source that can be reasonably performed when creating a digital representation of the analog source. Accordingly, the digital data storage/retrieval techniques of the present invention can be vastly superior to current digital techniques which utilize only “0's” and “1's” and are limited to sampling much smaller areas of analog sources than would be desirable in many cases (e.g., for complex computer modeling of numerous events, etc.).
In one embodiment of the invention, a system which utilizes magnetic memory in combination with a suitable retrieval/reading means is utilized. These memory/retrieval systems can be caused to function, generally, in a manner that is somewhat similar to current magnetic memory systems (e.g., magnetic tapes, cards, disks, hard drives, etc.). In addition, these memory systems can also use digital coding/reading systems higher than a base-2 system, if desired. Still further, these memory systems can also store/retrieve information in an analog or analog-like format.
Specifically, it is another object of the invention to utilize certain aspects of the phenomena known as the Zeeman effects to result in a means for the storage and retrieval of information onto/from suitable media (e.g., magnetic media). The term “Zeeman effects”, as used herein, denotes the effects of magnetic fields (i.e., internal or external or combinations thereof) on frequencies of atoms, molecules and components thereof, in the broadest sense. Thus, as used herein, the term “Zeeman effect” includes not only what may be considered to be Zeeman effects in the more narrow, classical sense but also other magnetic effects such as magnetic quadropole effects, anomolous Zeeman effects, Paschen-Back effects, electron spin effects, nuclear Zeeman effects, etc. Digital data may be stored as either a binary code or some higher order code that is greater than the binary or “base-2” code. Moreover, due to the apparent sensitivities of these data storage techniques, data may be stored/retrieved in an analog or analog-like manner due to the inherent operation of the Zeeman effects. Specifically, without wishing to be bound by any particular theory or explanation, it appears that use of the Zeeman effects can result in a somewhat continuous set of differing data values that can be stored/retrieved.
The present invention utilizes a first aspect of the Zeeman effects in the following general manner. A magnetic field is applied to a suitable media that is capable of receiving and storing at least a portion of the applied magnetic field. One example of such a suitable magnetic material is a ferromagnetic material that is capable of exhibiting different amounts of magnetic domain alignment as a function of increasing magnetic field strength up to its natural magnetic saturation point (e.g., whereby any further increases in applied magnetic field do not result in any measurable further alignment of magnetic domains). Various known materials exist that meet this basic criteria, including many materials currently utilized in the magnetic storage industry (e.g., gamma Fe203, gamma Fe203 modified by Co, CrO2, etc.). The various materials can be held together by a variety of polymers including, for example, vinyl chloride, polyvinylchloride, methylacrylate, polymethylmethyacrylate, polyurethane, epoxy, polyamides, etc. Suitable substrates include typical polyesters for flexible materials and aluminum for rigid materials. The differing amounts of stored magnetic field can result in a corresponding splitting or shifting of the electromagnetic energy frequencies or spectral frequencies (e.g., fine spectrum splitting, hyperfine spectrum splitting, vibrational spectrum splitting, etc.) of one or more atoms or molecules of the magnetic material itself, or similar splitting or shifting in one or more materials that are located contiguous (e.g., in the magnetic material or in a read/write head) to the material containing the stored magnetic fields. In this Zeeman effect, the amount of splitting or shifting of one or more frequency spectrum(s) is a function of the strength of the applied/stored magnetic fields. Typically, the higher the magnetic field strength that is stored/applied (e.g., stored in a first material containing magnetic domains and thereafter applied to (e.g., influencing) a second contiguous material that exhibits Zeeman splitting at the stored magnetic field strengths), the further apart the splitting or shifting will be of one or more of the electromagnetic energy frequencies of a chosen spectrum of the targeted atom(s) or molecule(s).
In this Zeeman effect, when a relatively wide splitting of electromagnetic energy frequencies occurs due to the applied magnetic field, the amount of splitting may correspond to frequencies in the microwave region; whereas a narrow splitting could typically correspond to lower frequencies (e.g., radio). The amount of splitting that occurs is important because in order to determine the amount of splitting that has occurred, a suitable interrogating electromagnetic energy is caused to be incident upon, for example, the magnetic material itself or the aforementioned contiguous material. The contiguous material that exhibits Zeeman splitting at the stored magnetic field can be present as, for example, one or more separate sheets of material that are located adjacent to, and/or contiguous with, the material that contains the stored magnetic field. When multiple contiguous materials are utilized, the present invention contemplates the use of a comparative analysis of the differences in Zeeman splitting between, for example, two or more such contiguous materials. Alternatively, a material comprising, for example, one or more material(s) that are mixed with the magnetic material (e.g., a binder which holds together at least a portion of the material that stores the magnetic field) could also be used. More specifically, a particular interrogating frequency, or set or sweep of frequencies, needs to be capable of favorably interacting with one or more of the split, shifted or splitting frequencies which result in the magnetized or domain-aligned material, or in an alternative embodiment in one or more of the contiguous material(s), due to the different magnetic fields stored therein. In other words, a first magnetic material is desirably chosen so that an applied magnetic field can be reasonably stored therein. However, it is desirable for the magnetic material to be capable of storing reliably several magnetic fields of different strength (e.g., capable of having varying numbers of magnetic domains align with an ever changing magnetic field and such domains remain frozen or pinned so that they do not change with time) and, for example, in one embodiment of the invention, the contiguous material needs to produce split, shifted and/or splitting frequencies in response to the stored magnetic fields. In this regard, if one or more contiguous material(s) are utilized in connection with the magnetic material(s), the contiguous material(s) needs to exhibit a splitting and/or shifting of one or more frequencies, for example, of its rotational, vibrational, etc., bands (e.g., at the atomic level) and the resultant splitting or shifting that occurs in the contiguous material needs to be detectable by an appropriate interrogating electromagnetic source (discussed in greater detail later herein). Alternatively, a contiguous material does not need to be utilized. In this case, the magnetic material per se, or at least a portion thereof, needs to exhibit desirable and detectable splitting and/or shifting of one or more frequencies at varying stored magnetic strengths. Still further, it should be noted that the contiguous material could actually be located in a suitable read head which, similar to magnetoresistive and giant magnetoresistive heads, is influenced by the magnetic field strengths stored in the magnetic media. However, rather than measuring changes in resistivity in materials comprising the read heads, the splitting or shifting of frequencies will be detected by a suitable technique, discussed elsewhere herein. In this embodiment of the invention, the contiguous material may be a solid, a liquid, a gas or plasma (e.g., any material that shows desirable Zeeman splitting and/or shifting effects).
With specific regard to interrogating with an applied electromagnetic source to determine the amount of Zeeman splitting and/or shifting that has occurred at a spot on the material that corresponds to a stored bit of data, at least one suitable frequency can be applied as an interrogating frequency, or, alternatively a sweep or combination of frequencies can be applied as interrogating frequencies. In this regard, if a single suitable frequency is chosen as the interrogating frequency, then heterodyne interactions of the various split, shifted and/or splitting frequencies with the single interrogating frequency can be measured and determined. Alternatively, resonance interactions of the various split, shifted and/or splitting frequencies can also be measured and determined. Each such determined heterodyned and/or resonant frequency can be made to correspond, by suitable programming or algorithmic techniques, to various data values. Alternatively, a series or sweep of frequencies which may resonate with or heterodyne with various split, shifted and/or splitting frequencies achieved in the contiguous material can also be utilized. These particular affects will be discussed in much greater detail later herein, however, it should be understood that these data acquisition techniques could be performed using, for example, hardware which is somewhat similar to that hardware currently used for magnetoresistive and giant magnetoresistive heads. For example, once an interrogating frequency has been input to a material exhibiting Zeeman splitting and/or shifting, the output (e.g., a heterodyned frequency) can be used as a driving signal or input (e.g., depending on strength or frequency either amplified or unamplified) for various other devices. One example of such other device is an acousto-optic Bragg modulator. In this detection scheme, an appropriate light source is caused to be incident upon an appropriate Bragg modulator. Suitable materials for a Bragg modulator include, for example, lithium niobate crystals and gallium arsenide semiconductor materials. The incident light beam can be caused to be deflected in differing amounts due to different driving signal inputs (e.g., depending on strength or frequency either amplified or unamplified) being directed into the Bragg modulator. In particular, for example, the different heterodyne outputs that correspond to different Zeeman splitting amounts (and thus different data points such as a “0” or a “1”) can be input into a Bragg modulator and cause light which is incident on the Bragg modulator to be deflected in different amounts. Thus, the various Zeeman splitting and/or shifting frequencies that are produced can eventually result in different amounts of light deflection due to the use of a Bragg modulator. The amount of deflection of light can be observed by the use of, for example, the light detection devices discussed earlier herein. Similarly, the different heterodyne outputs could be directed into a suitable filter which, due to the different inputs, would regulate the intensity of light passing therethrough. Accordingly, the different intensities of light could then be detected/recorded by a suitable means discussed elsewhere herein.
This particular embodiment of the invention which utilizes differing magnetic fields to result in differing amounts of an appropriate frequency splitting and/or shifting is very suitable to be used for the analog storage/retrieval of information. In particular, a substantial continuum of splitting and shifting frequencies results in most materials that are subjected to a corresponding continuum of changing magnetic field strengths. If a continuum of such differing split, shifted and/or splitting frequencies can be reliably detected, then analog or analog-like (e.g., higher order than binary systems) computing with this technique is facilitated.
Another embodiment of the invention, which uses a slightly different version of the aforementioned Zeeman splitting or shifting effects, is denoted as “Directional” Zeeman effects. In this embodiment, for example, the Zeeman effects observed from an electromagnetic beam applied parallel to a magnetic field differ from the Zeeman effects from an electromagnetic beam applied perpendicular to the same magnetic field. In this embodiment, for example, two different magnetic field strengths (e.g., 10 G and 20 G) are directed toward a magnetic storage media such that they are oriented either parallel to the magnetic media (e.g., track direction) or at 90° which is perpendicular to the magnetic media. This results in four (4) different data storage conditions (i.e., 10 mG parallel to the track, 10 mG perpendicular to the track, 20 mG parallel to the track and 20 mG perpendicular to the track). When the stored magnetic field is interrogated by a unidirectional electromagnetic beam, for instance, a beam applied perpendicular to the direction of the magnetic track, four different Zeeman splitting/shifting patterns will be produced, from only two different stored magnetic field strengths. This Directional Zeeman method could also be used with a single magnetic field strength to produce the common binary type (or higher orders) of data storage. Instead of storing one data value per magnetic field strength, directional Zeeman effects allow the storage of at least two (2) data values per magnetic field strength.
In another embodiment of the invention, a spectral energy pattern is at least partially substituted for laser energy which, by itself, normally provides thermal energy to, for example, a “hard” magnetic material in a magneto-optical system. In this embodiment, the energy from a traditional laser can be replaced completely, or at least supplemented, with a spectral energy pattern which can mimic the effects of thermal energy in the targeted material, without raising its temperature substantially. In this embodiment, undesirable thermal conduction and potential erasing of recorded data is minimized and/or eliminated. The use of an electromagnetic energy pattern alone may be sufficient to cause certain magnetic media to behave as though they had been heated, however, it is possible that higher coercivity materials (e.g., materials having high Hc values) could require the use of both a traditional thermal laser and a second source of electromagnetic radiation (e.g., tuned to a particular frequency) providing a suitable electromagnetic spectral energy pattern (discussed in greater detail later herein.)
In another embodiment of the invention, various Zeeman effects can be utilized to: (1) result in an increase in domain alignment within a suitable magnetic media; (2) reduce the amount of time that a magnetic field is required to be applied to a suitable magnetic media to achieve desirable domain alignment; and/or (3) reduce the strength of the applied magnetic field that is required to produce a desired magnetic field strength. For example, the application of a selected magnetic field strength to a suitable material will typically result in a partial, but not complete, alignment of the magnetic domains in the magnetic material with, for example, the alignment direction of the applied magnetic field. However, substantially complete alignment of the domains with such an applied field has been difficult-to-impossible to achieve by any commercially viable process.
This embodiment of the invention assists in solving some of the problems associated with magnetic domain alignment. In particular, as discussed elsewhere herein, the application of a magnetic field of a particular strength to a material will result in, for example, at least two splitting frequencies (e.g., one frequency or set of frequencies typically being higher than a starting frequency and/or one frequency or set of frequencies typically being lower than a starting frequency) and at least one split frequency (e.g., a frequency or set of frequencies which are typically regarded as the difference(s) between upper-shifted Zeeman frequencies and lower-shifted Zeeman frequencies) at a particular magnetic field strength. By applying at least one of: (1) one or more higher Zeeman shifted frequencies; (2) one or more lower Zeeman shifted frequencies; and (3) one or more Zeeman splitting frequencies, when a magnetic field is applied to a suitable magnetic media, domain alignment within the magnetic media will be enhanced. In another embodiment of the invention, more than one of the three aforementioned types of Zeeman splitting/shifting frequencies are utilized when a magnetic field is applied. The effective result of using these Zeeman frequencies is magnetic energy level pumping that causes a magnetic population inversion and results in improved uniformity of the resultant magnetic field alignment. For example, when magnetic bits are stored, the current practice is to write broadly and read narrowly. This is because the magnetic field alignment in the bit is, typically, not uniform across its diameter. Magnetic alignment is usually most uniform in the center of the bit, and becomes less uniform towards the edges. Certain prior art techniques attempt to compensate for this non-uniformity by writing a bit broadly, and then reading typically only the central portion of the bit where the magnetic alignment is most uniform. This embodiment of the invention applies, for example, one or more Zeeman frequencies of the desired magnetic field strength uniformly to the bit at or about the time it is being written. This results in a bit magnetic field alignment which is made substantially more uniform across its diameter. With increased uniformity of magnetic field alignment, bits can be written more narrowly, hence, for example, increasing the effective storage capacity of magnetic media.
Similarly, the application of specific Zeeman frequencies can also result in a change in the required duration of an applied magnetic field in order to achieve desirable domain alignment. Specifically, if one or more known Zeeman frequencies are applied to a desired magnetic media, the application of such frequencies effectively pumps, for example, magnetic domains within the magnetic media, causing such domains to come into alignment in, for example, a shorter amount of time relative to the same field being applied without such pumping occurring. This results in certain improvements including, but not limited to, faster writing times for bits in magnetic storage media.
Moreover, the application of Zeeman frequencies can also reduce the strength of the applied magnetic field that is required to produce a desired magnetic field strength or alignment. Typically, when a particular magnetic field strength is applied to a material, the resulting magnetic field strength and alignment of the material is less than the applied field strength. Prior art attempts to compensate for this issue by applying magnetic field strengths that are more than the desired resulting field strength and alignment. This embodiment of the invention allows the use of applied magnetic field strengths more closely approaching or equaling the desired field strength. For example, an applied field strength of 20× has been typically used to produce a desired field strength of 10× in a target material. By applying one or more of the material's Zeeman frequencies at 10×, to the material during the magnetization process, an applied magnetic field strength of only, for example, 12× or 10× is needed instead of, for example 20×.
In another embodiment of the invention, certain detected field strengths may, by themselves, not be strong enough to be detected or activate other components in the system. In these case, the detected field strengths can be channeled into, for example, a suitable magnetic field amplifier, which amplifies each field by differing amounts to result in various strength magnetic fields. For example, a field of 0.001 gauss could be amplified to, for example, 100 gauss, 1,000 gauss, or 5,000 gauss. Thus, each recorded and detected magnetic field strength could be differentially amplified in a magnetic field amplifier to result in different magnetic field strengths. These different magnetic field strengths can then be directed to an aforementioned “contiguous material”. Specifically, the contiguous material in this embodiment is located, for example, in the read_head and can be a solid, a liquid, a gas or a plasma. In this embodiment, the amplified magnetic fields result in different amounts of Zeeman splitting in an appropriate contiguous material. Each of the magnetic field reader, magnetic field amplifier, as well as the “contiguous” material to be subject to the amplified magnetic field can be located in a reading head that is somewhat similar in size and shape to existing reading heads. The ability to amplify differently the detected magnetic fields in the magnetic storage media allows different types and/or frequencies of Zeeman splitting and/or shifting to occur. In particular, for example, 100 gauss field could result in megahertz splitting frequencies in a contiguous material; a 1,000 gauss field could result in gigahertz splitting frequencies in a contiguous material; and a 5,000 gauss field could result in terahertz splitting frequencies in a contiguous material. Amplifying stored magnetic field strengths allows the selection of specific frequencies to be generated from a contiguous material. This may be of advantage in certain processing techniques using, for example, radio or microwave frequencies, by providing direct data feeds in those desired processing frequencies. This variable magnetic field amplification method also renders the process adaptable to a wide range of equipment and frequency receiving configurations.
To achieve all the foregoing objects and advantages, and to overcome the looming problem in the art of an impending memory barrier, the present invention discloses various means for storing and retrieving information in a digital and/or analog format. With regard to the digital storage of information, a code other than a binary code for the storage of information can be utilized. The result of using a higher order code for digital information storage (i.e., 3 or more characters) is the ability to store more information in the same amount of area or the same amount of information in a smaller area. Accordingly, the present invention provides significant advancement in the art of data storage and/or data retrieval which will assist in preventing the memory barrier from being realized.
a and 6b show the magnification of two curves from the fine structure of SF6 showing hyperfine structure frequencies. Note the regular spacing of the hyperfine structure curves.
a shows the Zeeman effect for sodium “D” lines; and
a is a pictorial which shows a normal Zeeman effect and
a shows a graphic representation of four Zeeman splitting frequencies and
The present invention utilizes new and revolutionary techniques for the storage of data digitially, or in some cases, by analog or, at least a method approaching analog, such storage of data occurring, magnetically, electrically, magneto-optically, optically, thermally, electromagnetically, mechanically and/or combinations thereof. The storage/retrieval methods of the present invention are capable of utilizing traditional binary or base-2 code system approaches as well as non-traditional base-3 and higher order approaches. The use of base-3 and higher order approaches may permit more data to be stored in approximately the same memory area relative to conventional binary techniques and/or substantially the same amount of information is capable of being stored in a smaller area relative to conventional binary techniques.
Somewhat conventional data storage techniques can be used in combination with the techniques of the present invention without the requirement for significant changes in current hardware being utilized. For example, the magnetic storage media of the prior art can be used to store data associated with Zeeman splitting and/or shifting effects. Moreover, the digital information that is stored on such media can be similar to or different from prior art digital data storage techniques. Specifically, rather than storing only a combination of sequences of “0”s and “1”s, the present invention can use more than two stored magnetic field strengths to result in different field strengths that can be applied elsewhere and which can thus result in Zeeman splitting or shifting in the magnetic media, or Zeeman splitting or shifting occurring in a contiguous media (e.g., either with one or more materials comprising the magnetic storage media or either one or more materials, such as a solid, a liquid, a gas and/or a plasma, comprising the read head). In other words, the different field strengths stored in a suitable magnetic media can result in differing amounts of Zeeman splitting or shifting in an appropriately chosen material, which detected Zeeman splitting or shifting corresponds to the different digital (or analog) values within a coded system. For example, in a base-4 system, a “0” stored on the magnetic media could correspond to a bit with no magnetic field; a “1” could correspond to a stored field strength of “x” microTesla to the bit; a “2” could correspond to a field strength of “5×” microTesla stored to the bit; and a “3” could correspond to a field strength of “10×” microTesla stored to the bit. The particular field strengths chosen here are exemplary, and it should be understood that differences in field strengths are simply a matter of design choice (e.g., convenient differences in magnetic field strengths should be a function of the magnetic media utilized to store information as well as the hardware utilized to store and retrieve such information and the media in which Zeeman splitting and/or shifting is desired). The sensitivity of such media and/or hardware may dictate how much the difference in stored field strength needs to be between each bit so that the likelihood of misreading the information stored on any one bit, or combination of bits, due to, for example, poor signal/noise ratio or crosstalk, is minimized. Moreover, any Zeeman splitting and/or shifting outputs can be appropriately modified or amplified by conventional techniques.
One example of a suitable magnetic material which can be used to store a magnetic field is a ferromagnetic material. In particular, a ferromagnetic material that is capable of exhibiting different amounts of magnetic domain alignment as a function of increasing applied magnetic field, up to its natural magnetic saturation point. Examples of suitable ferromagnetic materials that can be used in connection with the present invention include gamma.Fe2O3, gamma—Fe203 modified by Co, CrO2, etc.
The magnetization induced in a ferromagnetic material can be increased up to the point Ms, whereby any higher magnetic fields will not result in any additional domain alignment. As the applied magnetic field H is reduced to zero, the induced magnetization in the ferromagnetic material does not reduce to zero, but rather, has a remnant magnetization or resonance noted as Br. It should be noted that ferromagnetic materials do not typically exhibit or hold the same magnetic field that is applied to them. For example, if a field of 10 micro Tesla was applied, the magnetization induced in the ferromagnetic material, if measured as a field, would be less than 10 micro Tesla, for example, 7 micro Tesla. This factor needs to be accounted for in the present invention, but is not a substantial issue and an artisan of ordinary skill in this field will understand how to proceed in accordance with the other teachings contained herein.
In order to understand the influence of magnetic fields on various Zeeman splitting or shifting frequencies, the following discussions of Fine Structure Frequencies, Hyperfine Structure Frequencies and Magnetic Fields are provided. These discussions are taken, in part, from PCT Application No. PCT/US01/28,392, entitled “Spectral Chemistry”, which was filed on Sep. 11, 2001, and PCT Application No. PCT/US03/09236, entitled “Controlling Chemical Reactions by Spectral Chemistry and Spectral Conditioning”, which was filed on Mar. 11, 2003. The subject matter of both of these Applications are expressly incorporated herein by reference.
The field of science concerned generally with measuring the frequencies of energy and matter, known as spectroscopy is well known. Specifically, there are three broad classes of atomic and molecular spectra: (1) electronic spectra, which are due to electron transitions, have frequencies which occur primarily in the ultraviolet (UV), visible, and infrared (IR) regions, and are present in both atoms and molecules; (2) vibrational spectra, which are due to, for example, bond motion between individual atoms within molecules, occur primarily in the IR regions, and are present in molecules and (3) rotational spectra which are due primarily to the rotation of molecules in space and have microwave or radiowave frequencies, and also occur in molecules.
The three broad classes of spectra discussed above have been oversimplified. There are actually at least three additional sets of spectra, namely, the fine structure spectra, the hyperfine structure spectra and the superfine structure spectra. These additional spectra occur in atoms and molecules, and extend in frequencies, for example, from the ultraviolet down to the low radio regions. These additional spectra are often mentioned in prior art chemistry and spectroscopy books typically as an aside, because prior art chemists usually focus more on the traditional types of spectroscopy, namely, electronic, vibrational, and rotational.
The fine and hyperfine spectra are quite prevalent in the areas of physics and radio astronomy. For example, cosmologists map the locations of interstellar clouds of hydrogen, and collect data regarding the origins of the universe by detecting signals from outerspace, for example, at 1.420 GHz, a microwave frequency which is one of the hyperfine splitting frequencies for hydrogen. Most of the large databases concerning the microwave and radio frequencies of molecules and atoms have been developed by astronomers and physicists, rather than by chemists. This apparent inattention by chemists, physicists and materials scientists of the fine, hyperfine, and superfine spectra, has apparently resulted in little attention being given, if any, to these potentially useful spectra.
In addition to the fine splitting frequencies for atoms (i.e., heterodynes), molecules also have similar fine structure frequencies. The origin and derivation for molecular fine structure and splitting or shifting is different from that for atoms, however, the graphical and practical results are quite similar. In atoms, the fine structure frequencies are said to result from the interaction of the spinning electron with its' own magnetic field. Basically, this means the electron cloud of a single atomic sphere, rotating and interacting with its' own magnetic field, produces the atomic fine structure frequencies. The prior art refers to this phenomena as “spin-orbit coupling”. For molecules, the fine structure frequencies correspond to the actual rotational frequencies of the electronic or vibrational frequencies. So the fine structure frequencies for atoms and molecules both result from rotation. In the case of atoms, it is the atom spinning and rotating around itself, much the way the earth rotates around its axis. In the case of molecules, it is the molecule spinning and rotating through space.
Hyperfine structure frequencies are similar to the fine structure frequencies. Fine structure frequencies can be seen by magnifying a portion of a standard frequency spectrum. Hyperfine frequencies can be seen by magnifying a portion of a fine structure spectrum. Fine structure splitting frequencies occur at lower frequencies than the electronic spectra, and are located primarily in the infrared and microwave regions of the electromagnetic spectrum. Hyperfine splitting frequencies occur at even lower frequencies than the fine structure spectra, primarily in the microwave and radio wave regions of the electromagnetic spectrum. Fine structure frequencies are generally caused by at least the electron interacting with its' own magnetic field. Hyperfine frequencies are generally caused by at least the electron interacting with the magnetic field of the nucleus.
An example of hyperfine splitting can be seen in
a and 6b show that the spacing of the hyperfine frequency curves are very close together and at somewhat regular intervals. The small amount that the hyperfine curves are split apart is called the hyperfine splitting frequency. The hyperfine splitting frequency is also a heterodyne. This concept is substantially similar to the concept of the fine splitting frequency. The difference between two curves that are split apart is called a splitting frequency. As before, the difference between two curves is referred to as a heterodyne frequency. So, hyperfine splitting frequencies are all heterodynes of hyperfine frequencies. Because the hyperfine frequency curves result from a magnification of the fine structure curves, the hyperfine splitting frequencies occur at only a fraction of the fine structure splitting frequencies. The fine structure splitting frequencies are really just several curves, spaced very close together around the regular spectrum frequency. Magnification of fine structure splitting frequencies results in hyperfine splitting frequencies. The hyperfine splitting frequencies are really just several more curves, spaced very close together. The closer together the curves are, the smaller the distance or frequency separating them. Now the distance separating any two curves is a heterodyne frequency. So, the closer together any two curves are, the smaller (lower) is the heterodyne frequency between them. The distance between hyperfine splitting frequencies (i.e., the amount that hyperfine frequencies are split apart) is the hyperfine splitting frequency. It can also be called a constant or interval.
As a general example, the electronic spectrum frequency of hydrogen is 2,466 THz. The 2,466 THz frequency is made up of fine structure curves spaced 10.87 GHz (0.01087 THz) apart. Thus, the fine splitting frequency is 10.87 GHz. Now the fine structure curves are made up of hyperfine curves. These hyperfine curves are spaced just 23.68 and 59.21 MHz apart. Thus, 23 and 59 MHz are both hyperfine splitting frequencies for hydrogen. Other hyperfine splitting frequencies for hydrogen include 2.71, 4.21, 7.02, 17.55, 52.63, 177.64, and 1,420.0 MHz. The hyperfine structure frequencies are spaced even closer together than the fine structure frequencies, so the hyperfine splitting frequencies are smaller and lower than the fine splitting frequencies.
Thus, the hyperfine splitting frequencies are lower than the fine splitting frequencies. This means that rather than being in the infrared and microwave regions, as the fine splitting frequencies can be, the hyperfine splitting frequencies are in the microwave and radiowave regions. These lower frequencies are in the GHz (109 hertz), MHz (106 hertz) and KHz (103 hertz) regions of the electromagnetic spectrum. Several of the hyperfine splitting frequencies for hydrogen are shown in
In spectral terms, magnetic fields can behave in a similar manner to electric fields. Specifically, the spectral frequency lines of, for example, atoms and molecules, can be split and/or shifted by a magnetic field. In this case, for example an external magnetic field from outside the atom or molecule, interacts with the electric and magnetic fields already inside the atom or molecule.
This action of an external magnetic field on spectral lines is called the “Zeeman Effect”, in honor of its' discoverer, Dutch physicist Pieter Zeeman. In 1896, Zeeman discovered that the yellow flame spectroscopy “D” lines of sodium were broadened when the flame was held between strong magnetic poles. It was later discovered that the apparent broadening of the sodium spectral lines was actually due to their splitting and shifting. Zeeman's original observation has evolved into a separate branch of spectroscopy relating to the study of atoms and molecules by measuring the changes of the spectral lines in atoms and molecules caused by a magnetic field. This in turn has evolved into the nuclear magnetic resonance spectroscopy and magnetic resonance imaging used in medicine, as well as the laser magnetic resonance and electron spin resonance spectroscopy used in physics and chemistry.
a shows the Zeeman effect for sodium “D” lines; whereas
In this Zeeman effect, the amount that the spectral frequencies are split apart depends on the strength of the applied magnetic field.
This Zeeman effect, due to an externally applied magnetic field, is slightly different from the Zeeman effect from an internal magnetic field depending on whether an atom or molecule is subjected to the magnetic field. The Zeeman effect on atoms can be divided into three different magnetic field strengths: weak; moderate; and strong. If the magnetic field strength is weak, the amount that the spectral frequencies will be shifted and/or split apart will be very small. The shifting away from the original spectral frequency will still stimulate the shifted frequencies. This is because they will be so close to the original spectral frequency that they will still be well within its resonance curve. As for the splitting, it is so small, that it is even less than the hyperfine splitting that normally occurs. This means that in a weak magnetic field, there will be only very slight splitting of spectral frequencies, translating into very low splitting frequencies in the lower regions of the radio spectrum and down into the very low frequency region. For example, the Zeeman splitting frequency for the hydrogen atom, which is caused by the earth's magnetic field, is around 30 KHz. Larger atoms have even lower frequencies in the lower kilohertz and even hertz regions of the electromagnetic spectrum.
At the other end of magnetic field strength, is the very strong magnetic field. In this case, the splitting apart and shifting of the spectral frequencies will be very wide. With this wide shifting of frequencies, the difference between the split and/or shifting frequencies will be much larger than the difference between the hyperfine splitting frequencies. This translates to Zeeman effect splitting and/or splitting frequencies at higher frequencies than the hyperfine splitting frequencies. This splitting occurs, typically, somewhere around the microwave region.
The moderate magnetic field strength case is more complicated. The shifting and splitting caused by the Zeeman effect from a moderate magnetic field will be approximately equal to the hyperfine splitting and/or shifting. Although not widely discussed in the prior art, it is possible to apply a moderate magnetic field to an atom, to produce Zeeman splitting which is substantially equivalent to its' hyperfine splitting.
The moderate magnetic field causes low frequency Zeeman splitting that matches and hence energizes the low frequency hyperfine splitting frequency in the atom. However, the low hyperfine splitting frequencies actually correspond to the heterodyned difference between two vibrational or fine structure frequencies. When the hyperfine splitting frequency is stimulated, the vibrational or fine structure frequencies will be stimulated, and electronic frequencies will eventually be stimulated. This in turn causes the atom to be, for example, stimulated.
There is also a difference between the “normal” Zeeman effect and the “anomalous” Zeeman effect. With the “normal” Zeeman effect, a spectral frequency is split by a magnetic field into typically three frequencies, with expected even spacing between them (see
If there are still just three frequencies, and the Zeeman effect is anomalous because the spacing is different than expected, the situation is similar to the normal effect. However, there are at most, two new splitting frequencies that can be used. If, however, the effect is anomalous because more than an expected three frequencies are produced, then there will be a much more richly varied situation. Assume an easy case where there are four Zeeman splitting frequencies (see
In this example of anomalous Zeeman splitting, there are a total of four frequencies, where once existed only one frequency. For simplicity's sake, the new Zeeman frequencies will be labeled 1, 2, 3, and 4. Frequencies 3 and 4 are also split apart by the same difference “w”. Thus, “w” is a heterodyned splitting frequency. Frequencies 2 and 3 are also split apart by a different amount “x”. So far there are two heterodyned splitting frequencies, as in the normal Zeeman effect.
However, frequencies 1 and 3 are split apart by a third amount “y”, where “y” is the sum of “w” and “x”. And, frequencies 2 and 4 are also split apart by the same third amount “y”. Finally, frequencies 1 and 4 are split even farther apart by an amount “z”. Once again, “z” is a summation amount from adding “w+x+w”. Thus, the result is four heterodyned frequencies: w, x, y, and z in the anomalous Zeeman effect.
If there were six frequencies present from the anomalous Zeeman effect, there would be even more heterodyned differences. Thus, the anomalous Zeeman effect results in far greater flexibility in the choice of frequencies when compared to the normal Zeeman effect. In the normal Zeeman effect the original frequency is typically split into three evenly spaced frequencies, with a total of just two heterodyned frequencies. In the anomalous Zeeman effect the original frequency is typically split into four or more unevenly spaced frequencies, with at least four or more heterodyned frequencies.
The following discussion will focus on the Zeeman effect in molecules. Molecules come in three basic varieties: ferromagnetic; paramagnetic; and diamagnetic. Ferromagnetic molecules are what comprises typical magnetic storage media and are thus capable of being used in the present invention. These materials typically hold a strong magnetic field due to domain alignment induced by the application of an external magnetic material and are composed of typical magnetic elements such as iron, cobalt, and/or nickel.
A strong magnetic field will, typically, produce splitting greater than the hyperfine frequencies, in the microwave and infrared regions of the EM spectrum in atoms and paramagnetic molecules.
A moderate magnetic field will, typically, produce Zeeman splitting in atoms and paramagnetic molecules at frequencies on par with the hyperfine and rotational splitting frequencies.
Finally, consider the direction of the magnetic field in relation to the orientation of the molecule. When the magnetic field is parallel to an exciting electromagnetic field, π frequencies are produced. When the magnetic field is perpendicular to an exciting electromagnetic field, σ frequencies are found. It is important for various concepts disclosed herein to understand that field orientation can result in different frequencies. For example, when two different magnetic fields (e.g., 10 mG and 20 mG) are directed toward a magnetic storage media such that they are oriented either parallel to the magnetic media (e.g., direction of the track) or perpendicular to the magnetic media the result on the track is four different data storage conditions_(i.e., 10 mG parallel to the track, 10 mG perpendicular to the track and 20 mG parallel to the track and 20 mG perpendicular to the track). When the stored magnetic field is interrogated by a unidirectional electromagnetic beam, for example, a beam applied perpendicular to the plane of the magnetic track, four different Zeeman splitting/shifting patterns will be produced from only two different magnetic field strengths. This Directional Zeeman Method could also be used with a single magnetic field strength to produce the common binary type (or higher orders) of data storage. Further, directional Zeeman effects can be used to obtain a continuum of analog-type data values. As an interrogating electromagnetic beam is rotated_from 0° relative to the magnetic-field (i.e., parallel), to 90° (i.e., perpendicular) relative to the magnetic field, a range or continuum of Zeeman split, shifted and splitting frequencies may be obtained. This continuum of Zeeman frequencies may function as a multiplicty of data values in a higher order digital or analog storage method.
Accordingly, in a first embodiment of the present invention, in order to determine any field strength data stored on appropriate magnetic media, the magnetic media per se (or in an alternative embodiment, a material (e.g., a solid, a liquid, a gas and/or a plasma) contiguous to the magnetic media either forming a part of the magnetic media or part of an interrogating (i.e., read head) needs to be appropriately interrogated for the presence of differing amounts of Zeeman splitting and/or shifting. A suitable form of interrogation of such stored information could be, for example, a spectroscopic interrogation. For example, in reference to
Alternatively, another interrogation process according to the present invention could proceed as follows: if the magnetic media has a plurality of induced field strengths recorded and each of the recorded magnetic field strengths per se exhibits different amounts of Zeeman splitting in either the magnetic media or in one or more contiguous material(s), then each of the bits providing different magnetic field strengths could be interrogated with, for example, a single interrogating electromagnetic energy of a suitable frequency. In this regard, if a frequency of, for example, 50 KHz was used as the interrogating frequency, then heterodynes (side bands) sum and difference frequencies, etc., could be expected to occur with those Zeeman splitting frequencies which occur in the magnetic media or in the contiguous material. Specifically, heterodyning can occur with each of the stored frequencies, 10, 25 and 80 KHz. In particular, some, but not all of the possible heterodyned frequencies would be as follows: 60 KHz (i.e., 50+10); 75 KHz (i.e., 50+25); and 130 KHz (i.e., 50+80). In other words, the application of a 50 KHz interrogating frequency would result in at least the aforementioned heterodyned frequencies, each of which could be caused to correspond to, for example, either a “1”, a “2”, or a “3”, with no heterodynes present indicating the value of “0”.
It should be noted that of each of the aforementioned processes, namely applying a series of frequencies or a single frequency when interrogating for heterodynes, can be used for interrogating either the magnetic material per se, or a contiguous material, said contiguous material being present in the magnetic media per se, adjacent to the magnetic media or as part of an interrogating system, such as a read/write head.
The following brief description of heterodyning is provided to assist in understanding certain aspects of the invention. However, for a more complete discussion of this important area, the reader is directed toward the aforementioned PCT Application entitled “Spectral Chemistry”, which has been expressly incorporated herein by reference.
Electromagnetic energy consists of waves. The number of waves in a period of time can be counted. Usually, time is placed on the horizontal X-axis. The vertical Y-axis shows the strength or intensity of the wave. This is also called the amplitude. A weak wave will be of weak intensity and will have low amplitude. A strong wave will have high amplitude. Traditionally, the number of waves per second is counted, to obtain the frequency. Another name for “waves per second”, is “hertz” (abbreviated “Hz”).
Frequency=Number of waves/time=Waves/second=Hz.
Energy waves and frequency have some interesting properties, and may interact in some interesting ways. The manner in which wave energies interact, depends largely on the frequency. For example, when two waves of energy interact, each having the same amplitude, but one at a frequency of 400 Hz and the other at 100 Hz, the waves will add their frequencies, to produce a new frequency of 500 Hz (i.e., the “sum” frequency). The frequency of the waves will also subtract to produce a frequency of 300 HZ (i.e., the “difference” frequency). All wave energies typically add and subtract in this manner, and such adding and subtracting is referred to as heterodyning. Common results of heterodyning are familiar to most as harmonics in music.
There is a mathematical, as well as musical basis, to the harmonics produced by heterodyning. Consider, for example, a continuous progression of heterodyned frequencies. As discussed above, beginning with 400 Hz and 100 Hz, the sum frequency is 500 Hz and the difference frequency is 300 Hz. If these frequencies are further heterodyned (added and subtracted) then new frequencies of 800 (i.e., 500+300) and 200 (i.e., 500−300) are obtained. The further heterodyning of 800 and 200 results in 1,000 and 600 Hz as shown in
A mathematical pattern begins to emerge. Both the sum and the difference columns contain alternating series of numbers that double with each set of heterodynes. In the sum column, 400 Hz, 800 Hz, and 1,600 Hz, alternates with 500 Hz, 1000 Hz, and 2000 Hz. The same sort of doubling phenomenon occurs in the difference column.
Heterodyning of frequencies is the natural process that occurs whenever waveform energies interact. Heterodyning results in patterns of increasing numbers that are mathematically derived. The number patterns are integer multiples of the original frequencies. These multiples are called harmonics. For example, 800 Hz and 1600 Hz are harmonics of 400 Hz. In musical terms, 800 Hz is one octave above 400 Hz, and 1600 Hz is two octaves higher. It is important to understand the mathematical heterodyne basis for harmonics, which occurs in all waveform energies, and thus in all of nature.
A heterodyne is a mathematical function, governed by mathematical equations, just like a fractal. A heterodyne also produces self-similar patterns of numbers, like a fractal.
Heterodynes are fractals; the conclusion is inescapable. Heterodynes and fractals are both mathematical functions which produce a series of self-similar patterns or numbers. Wave energies interact in heterodyne patterns. Thus, all wave energies interact as fractal patterns.
Accordingly, since energy interacts by heterodyning, matter should also be capable of interacting by a heterodyning process. All matter whether in large or small forms, has what is called a natural oscillatory frequency. The natural oscillatory frequency (“NOF”) of an object, is the frequency at which the object prefers to vibrate, once set in motion. The NOF of an object is related to many factors including size, shape, dimension, and composition. The smaller an object is, the smaller the distance it has to cover when it oscillates back and forth. The smaller the distance, the faster it can oscillate, and the higher its NOF.
For example, consider a wire composed of metal atoms. The wire has, a natural oscillatory frequency. The individual metal atoms also have unique natural oscillatory frequencies. The NOF of the atoms and the NOF of the wire heterodyne by adding and subtracting, just the way energy heterodynes.
NOFatom+NOFwire=Sum Frequencyatom+wire
and
NOFatom−NOFwire=Difference Frequencyatom−wire
If the wire is stimulated with the Difference Frequencyatom−wire, the difference frequency will heterodyne (add) with the NOFwire to produce NOFatom, (natural oscillatory frequency of the atom) and the atom will absorb with the energy, thereby becoming stimulated to a higher energy level. Cirac and Zoeller reported this phenomenon in 1995, and they used a laser to generate the Difference Frequency.
Difference Frequencyatom−wire+NOFwire=NOFatom
Matter heterodynes with matter in a manner similar to the way in which wave energies heterodyne with other wave energies. This means that matter in its various states may also interact in fractal processes. This interaction of matter by fractal processes assists in explaining why so many creatures and systems in nature exhibit fractal processes and patterns. Matter, as well as energy, interacts by the mathematical equations of heterodynes, to produce harmonics and fractal patterns. That is why there are fractals everywhere around us.
Thus, energy heterodynes with energy, and matter heterodynes with matter. However, perhaps even more important is that matter can heterodyne with energy (and visa versa). In the metal wire discussion above, the Difference Frequencyatom−wire in the experiment by Cirac and Zoeller was provided by a laser which used electromagnetic wave energy at a frequency equal to the Difference Frequencyatom−wire. The matter in the wire, via its natural oscillatory frequency, heterodyned with the electromagnetic wave energy frequency of the laser to produce the frequency of an individual atom of matter. This shows that energy and matter do heterodyne with each other.
In general, when energy encounters matter, one of three possibilities occur. The energy either bounces off the matter (i.e., is reflected energy), passes through the matter (i.e., is transmitted energy), or interacts and/or combines with the matter (e.g., is absorbed or heterodynes with the matter). If the energy heterodynes with the matter, new frequencies of energy and/or matter will be produced by mathematical processes of sums and differences. If the frequency thus produced matches an NOF of the matter, the energy will be, at least partially, absorbed, and the matter will be stimulated to, for example, a higher energy level, (i.e., it possesses more energy). A crucial factor which determines which of these three possibilities will happen is the frequency of the energy compared to the frequency of the matter. If the frequencies do not match, the energy will either be reflected, or will pass on through as transmitted energy. If the frequencies of the energy and the matter match either directly (e.g., are close to each other, as discussed in greater detail later herein), or match indirectly (e.g., heterodynes), then the energy is capable of interacting and/or combining with the matter.
Another term often used for describing the matching of frequencies is resonance. In this invention, use of the term resonance will typically mean that frequencies of matter and/or energy match. For example, if the frequency of energy and the frequency of matter match, the energy and matter are in resonance and the energy is capable of combining with the matter. Resonance, or frequency matching, is merely an aspect of heterodyning that permits the coherent transfer and combination of energy with matter.
In the example above with the wire and atoms, resonance could have been created with the atom, by stimulating the atom with a laser frequency exactly matching the NOF of the atom. In this case, the atom would be energized with its own resonant frequency and the energy would be transferred to the atom directly. Alternatively, as was performed in the actual wire/laser experiment, resonance could also have been created with the atom by using the heterodyning that naturally occurs between differing frequencies. Thus, the resonant frequency of the atom (NOFatom) can be produced indirectly, as an additive (or subtractive) heterodyned frequency, between the resonant frequency of the wire (NOFwire) and the applied frequency of the laser. Either direct resonance, or indirect resonance through heterodyned frequency matching, produces resonance and thus permits the combining of matter and energy. When frequencies match, energy transfers.
Heterodyning produces indirect resonance. Heterodyning also produces harmonics, (i.e., frequencies that are integer multiples of the resonant (NOF) frequency. For example, the music note “A” is approximately 440 Hz. If that frequency is doubled to about 880 Hz, the note “A” is heard an octave higher. This first octave is called the first harmonic. Doubling the note or frequency again, from 880 Hz to 1,760 Hz (i.e., four times the frequency of the original note) results in another “A”, two octaves above the original note. This is called the third harmonic. Every time the frequency is doubled another octave is achieved, so these are the even integer multiples of the resonant frequency.
In between the first and third harmonic is the second harmonic, which is three times the original note. Musically, this is not an octave like the first and third harmonics. It is an octave and a fifth, equal to the second “E” above the original “A”. All of the odd integer multiples are fifths, rather than octaves. Because harmonics are simply multiples of the fundamental natural oscillatory frequency, harmonics stimulate the NOF or resonant frequency indirectly. Thus by playing the high “A” at 880 Hz on a piano, the string for middle “A” at 440 Hz should also begin to vibrate due to the phenomenon of harmonics.
Matter and energy in chemical reactions respond to harmonics of resonant frequencies much the way musical instruments do. Thus, the resonant frequency of the atom (NOFatom) can be stimulated indirectly, using one or more of its' harmonic frequencies. This is because the harmonic frequency heterodynes with the resonant frequency of the atom itself (NOFatom). For example, in the wire/atom example above, if the laser is tuned to 800 THz and the atom resonates at 400 THz, heterodyning the two frequencies results in:
800 THz−400 THz=400 THz
The 800 THz (the atom's first harmonic), heterodynes with the resonant frequency of the atom, to produce the atom's own resonant frequency. Thus the first harmonic indirectly resonates with the atom's NOF, and stimulates the atom's resonant frequency as a first generation heterodyne.
Of course, the two frequencies will also heterodyne in the other direction, producing:
800 THz+400 THz=1,200 THz
The 1,200 THz frequency is not the resonant frequency of the atom. Thus, part of the energy of the laser will heterodyne to produce the resonant frequency of the atom. The other part of the energy of the laser heterodynes to a different frequency, that does not itself stimulate the resonant frequency of the atom. That is why the stimulation of an object by a harmonic frequency of particular strength of amplitude, is typically less than the stimulation by its' own resonant (NOF) frequency at the same particular strength.
Although it appears that half the energy of a harmonic is wasted, that is not necessarily the case. Referring again to the exemplary atom vibrating at 400 THz, exposing the atom to electromagnetic energy vibrating at 800 THz will result in frequencies subtracting and adding as follows:
800 THz−400 THz=400 THz
and
800 THz+400 THz=1,200 THz
The 1,200 THz heterodyne, for which about 50% of the energy appear to be wasted, will heterodyne with other frequencies also, such as 800 THz. Thus,
1,200 THz−800 THz=400 THz
Also, the 1,200 THz will heterodyne with 400 THz:
1,200 THz−400 THz=800 THz,
thus producing 800 THz, and the 800 THz will heterodyne with 400 THz:
800 THz−400 THz=400 THz,
thus producing 400 THz frequency again. When other generations of heterodynes of the seemingly wasted energy are taken into consideration, the amount of energy transferred by a first harmonic frequency is much greater than the previously suggested 50% transfer of energy. There is not as much energy transferred by this approach when compared to direct resonance, but this energy transfer is sufficient to produce a desired effect.
While
For example, again referring to
In this Zeeman effect, when a relatively wide splitting of electromagnetic energy frequencies occurs due to the applied magnetic field, the amount of, for example, splitting may correspond to higher frequencies (e.g., microwave); whereas a narrow splitting will typically correspond to low frequencies (e.g., radio). The amount of splitting that occurs is important because in order to determine the amount of splitting that has occurred, a suitable interrogating electromagnetic energy is caused to be incident upon, for example, the magnetic material itself or the aforementioned contiguous material. The contiguous material that exhibits Zeeman splitting at the stored magnetic field can be present as, for example, one or more separate sheets of material that are located adjacent to, and/or contiguous with, the material that contains the stored magnetic field. When multiple contiguous materials are utilized, the present invention contemplates the use of a comparative analysis of the differences in Zeeman splitting between two or more such contiguous materials. Alternatively, a material comprising, for example, one or more material(s) that are mixed with the magnetic material (e.g., a binder which holds together at least a portion of the material that stores the magnetic field) could also be used. More specifically, a particular interrogating frequency, or set of frequencies, needs to be capable of favorably interacting with one or more of the splitting/shifting frequencies which result in the magnetic material, or in an alternative embodiment in one or more of the contiguous materials (e.g., a solid, a liquid, a gas and/or a plasma), due to the different magnetic fields stored in the magnetic material. In other words, a first material is desirably chosen so that an applied magnetic field can be reasonably stored in a magnetic material. However, it is desirable for the magnetic material to be capable of storing reliably several magnetic fields of different strength (e.g., capable of having varying numbers of magnetic domains align with an ever increasing magnetic field and such domains remain frozen or pinned so that they do not change with time) and, for example, in one embodiment of the invention, the contiguous material needs to be sensitive to the stored magnetic fields. In this regard, if one or more contiguous material(s) are utilized in connection with the magnetic material(s), the contiguous material(s) needs to exhibit a splitting of one or more of its rotational, vibrational, etc., bands (e.g., at the atomic or molecular level) and the resultant splitting that occurs in the contiguous material needs to be detectable by an appropriate interrogating electromagnetic source (discussed in greater detail elsewhere herein). Alternatively, a contiguous material does not need to be utilized. In this case, the magnetic material per se, or at least a portion thereof, needs to exhibit desirable and detectable splitting or shifting of one or more frequencies.
Accordingly, it should be clear that the Zeeman effect techniques of the present invention could be utilized in conjunction with current hardware systems. In this regard, so long as an appropriate field can cause to be stored in a magnetic media and the resultant Zeeman effect which occurs in the magnetic material per se, or various material(s) contiguous to the stored magnetic field, can be appropriately interrogated.
Still further, in known magneto-optical approaches, one prior art approach involves the use of a laser to soften or effectively reduce the coercivity of a relatively “hard” magnetic material. Such a system is shown in
The aforementioned PCT Applications, for the first time ever, disclose a variety of novel spectral energy techniques, referred to sometimes therein as spectral chemistry, that can be utilized in a number of reactions, including very basic reactions, which may be desirable to achieve or to permit to occur in a virtually unlimited number of areas. The Applications disclose that these spectral energy techniques can be used in, for example, any types of biological reactions (i.e., plant and animal), physical reactions, chemical reactions (i.e., organic or inorganic) industrial (i.e., any industrial reactions of large scale or small scale), and/or energy reactions of any type, etc. The present invention utilizes one particular advantageous feature disclosed in the aforementioned PCT Application. Specifically, the concept that a spectral energy can be provided which results in particular effects or behaviors in a material that are similar to external temperature application. However, in order to understand this external temperature simulation approach, some basic concepts of the aforementioned PCT Applications need to be discussed.
The novel spectral energy techniques disclosed in the aforementioned PCT Applications are possible to achieve due to the fundamental discoveries contained therein that disclose various means for achieving the transfer of energy between, for example, two entities. The disclosure teaches that the key for transferring energy between two entities (e.g., one entity sharing energy with another entity) is that when frequencies match, energy transfers. For example, matching of frequencies of spectral energy patterns of two different forms of matter; or matching of frequencies of a spectral energy pattern of matter with energy in the form of a spectral energy catalyst. The entities may both be comprised of matter (solids, liquids, gases and/or plasmas and/or mixtures and/or components thereof), both comprised of various form(s) of energy, or one comprised of various form(s) of energy and the other comprised of matter (solids, liquids, gases and/or plasmas and/or mixtures and/or components thereof).
More specifically, all matter can be represented by spectral energy patterns, which can be quite simple to very complex in appearance, depending on, for example, the complexity of the matter. In the case of matter represented by spectral patterns, matter can exchange energy with other matter if, for example, the spectral patterns of the two forms of matter match, at least partially, or can be made to match or overlap, at least partially (e.g., spectral curves or spectral patterns comprising one or more electromagnetic frequencies may overlap with each other). In general, but not in all cases, the greater the overlap in spectral patterns (and thus, the greater the overlap of frequencies comprising the spectral patterns), the greater the amount of energy transferred. Likewise, for example, if the spectral pattern of at least one form of energy can be caused to match or overlap, at least partially, with the spectral pattern of matter, energy will also transfer to the matter. Thus, energy can be transferred to matter by causing frequencies to match.
As discussed therein, energy (E), frequency (ν) and wavelength (λ) and the speed of light (c) in a vacuum are interrelated through, for example, the following equation:
E=hν=hc/λ
When a frequency or set of frequencies corresponding to at least a first form of matter can be caused to match with a frequency or set of frequencies corresponding to at least a second form of matter, energy can transfer between the different forms of matter and permit at least some interaction and/or reaction to occur involving at least one of the two different forms of matter. For example, solid, liquid, gas and/or plasma (and/or mixtures and/or portions thereof) forms of matter can interact and/or react and form a desirable reaction product or result. Any combination(s) of the above forms of matter (e.g., solid/solid, solid/liquid, solid/gas, solid/plasma, solid/gas/plasma, solid/liquid/gas, etc., and/or mixtures and/or portions thereof) are possible to achieve for desirable interactions and/or reactions to occur. Further, matter (e.g., solids, liquids, gases and/or plasmas and/or mixtures and/or portions thereof) can be caused, or influenced, to interact and/or react with other matter and/or portions thereof in, for example, a reaction system along a desired reaction pathway by applying energy, in the form of, for example, a catalytic spectral energy pattern, a catalytic spectral pattern, a spectral energy pattern, a spectral energy catalyst, a spectral pattern, a spectral catalyst, a spectral environmental reaction condition and/or combinations thereof, which can collectively result in an applied spectral energy pattern.
In these cases, interactions and or reactions (e.g., phase changes, property changes, etc.) may be caused to occur when the applied spectral energy pattern results in, for example, some type of modification to the spectral energy pattern of one or more of the forms of matter in the system. The various forms of matter include: reactants; transients; intermediates; activated complexes; physical catalysts; reaction products; promoters; poisons; solvents; physical catalyst support materials; reaction vessels; and/or mixtures of components thereof. For example, the applied spectral energy provider (i.e., at least one of spectral energy catalyst; spectral catalyst; spectral energy pattern; spectral pattern; catalytic spectral energy pattern; catalytic spectral pattern; applied spectral energy pattern and spectral environmental reaction conditions) when targeted appropriately to, for example, a participant and/or component in the reaction system, can result in the generation of, and/or desirable interaction with, one or more participants. Specifically, the applied spectral energy provider can be targeted to achieve very specific desirable results and/or reaction product and/or reaction product at a desired rate. The targeting can occur by a direct resonance approach, (i.e., direct resonance targeting), a harmonic resonance approach (i.e., harmonic targeting) and/or a non-harmonic heterodyne resonance approach (i.e., non-harmonic heterodyne targeting). The spectral energy provider can be targeted to, for example, interact with at least one frequency of an atom or molecule, including, but not limited to, electronic frequencies, vibrational frequencies, rotational frequencies, rotational-vibrational frequencies, fine splitting frequencies, hyperfine splitting frequencies, magnetic field induced frequencies, electric field induced frequencies, natural oscillating frequencies, and all components and/or portions thereof (discussed in greater detail later herein). These approaches may result in, for example, the mimicking of at least one mechanism of action of a physical catalyst in a reaction system. For example, in some cases, desirable results may be achieved by utilizing a single applied spectral energy pattern targeted to a single participant; while in other cases, more than one applied spectral energy pattern may be targeted to a single participant or multiple participants, by, for example, multiple approaches. Specifically, combinations of direct resonance targeting, harmonic targeting and non-harmonic heterodyne targeting, which can be made to interact with one or more frequencies occurring in atoms and/or molecules, could be used sequentially or substantially continuously. Further, in certain cases, the spectral energy provider targeting may result in various interactions at predominantly the upper energy levels of one or more of the various forms of matter present in a reaction system.
The disclosure further recognizes and explains that various environmental reaction conditions are capable of influencing reaction pathways in a reaction system when using a spectral energy catalyst such as a spectral catalyst. The invention teaches specific methods for controlling various environmental reaction conditions in order to achieve desirable results in a reaction (e.g., desirable reaction product(s) in one or more desirable reaction pathway(s)) and/or interaction. The invention further discloses an applied spectral energy approach which permits the simulation, at least partially, of desirable environmental reaction conditions by the application of at least one, for example, spectral environmental reaction conditions. Thus, environmental reaction conditions can be controlled and used in combination with at least one spectral energy pattern to achieve a desired reaction pathway. Alternatively, traditionally utilized environmental reaction conditions can be modified in a desirable manner (e.g., application of a reduced temperature and/or reduced pressure) by supplementing and/or replacing the traditional environmental reaction condition(s) with at least one spectral environmental reaction condition. It is this aspect of the invention disclosed in the aforementioned PCT Applications, that have particular relevance in the present invention.
More particularly, in the Section of the aforementioned PCT Application entitled “Spectral Environmental Conditioning”, it is disclosed that a particular spectral frequency can be applied which effectively causes the material to act as though thermal energy or heat has been applied even though such thermal energy has not been applied. In this regard, spectral environmental reaction condition(s) can be applied instead of, or in supplement to, those environmental reaction conditions that are naturally present, or need to be present, in order for a desired interaction, reaction pathway, and/or desired reaction rate to be followed. The environmental reaction conditions that can be supplemented or replaced with spectral environmental reaction conditions include, for example, temperature, pressure, surface area of catalysts, catalyst size and shape, solvents, support materials, poisons, promoters, concentrations, electric fields, magnetic fields, etc. Two of the spectral environmental reaction conditions that are of particular interest in the present invention are those that simulate externally applied temperature and externally applied magnetic fields.
Still further, a particular frequency or combination of frequencies and/or fields that can produce one or more desired spectral environmental reaction conditions can be combined together to generate an applied spectral energy pattern. For example, a combination of a temperature spectral environmental reaction condition with a magnetic field spectral environmental reaction condition alone or in combination with actual environmental conditions such as lasers and external magnetic fields, could be used to modify magnetic devices. Accordingly, various considerations can be taken into account for what particular frequency or combination of frequencies and/or fields may be desirable to combine with (or replace) various environmental reaction conditions, for example.
Accordingly, a suitable spectral environmental reaction condition could be selected to simulate an elevated temperature, such temperature being similar to that temperature which would be generated by a laser. Alternatively, a suitable spectral environmental reaction condition could be used to supplement the power of a laser beam, thus lessening the likelihood of damaging already recorded data by minimizing thermal transfer effects. In particular, for example, in the magneto-optical effect, the apparatus shown in
Thus, the present invention is a significant improvement over the prior art because current read-write heads use the ASCII code which is comprised of 0's and 1's in 8 different bits resulting in 256 different combinations of 0's and 1's. The present invention can harvest the advantage of codes that are higher order than binary.
The following magnetic experiments were performed to show that different amounts of Zeeman splitting/shifting can be achieved in a magnetic material and/or a contiguous material. Specifically, varying magnetic field strengths were applied to a contiguous material comprising aluminum foil to simulate one potential configuration of magnetic storage media exhibiting desirable Zeeman splitting/shifting effects.
The source of the magnetic fields utilized were three (3) permanent magnets of different field strengths. In particular, the magnets were obtained from DuraMag, Inc., and were characterized as follows:
Magnet A: (Low Field Strength) NS-10010050, Neodymium-Iron-Boron Magnet, 1.000″×1.000″×0.500″ thick with a field strength near the center thereof of about 5,090 G, increasing to about 8,380 G at the edge;
Magnet B: (Intermediate Field Strength) ND-4514 Neodymium Magnet, 1.0″×1.0″×1.0″ thick with a field strength near the center thereof of about 8,730 G, increasing to about 10,300 G at the edge; and
Magnet C: (High Field Strength) ND-4514 Neodymium Magnet, 1″×1″×1.9″ thick with a field strength near the center thereof of about 11,500 G, increasing to about 11,900 G at the edge.
All spectroscopy measurements were performed using a Hewlett-Packard microwave spectroscopy system (30-minute warm-up). The following are the salient features of the spectroscopy system used in these examples.
(1) HP Display Processor—Ref 0.0 dB, S11 mode, log MAG display, 10.0 dB/and marker pips with frequency and dB readout.
(2) HP 8510B Network Analyzer—Ch 1.
(3) HP 8513A Reflection/Transmission Test Set —45 MHz-26.5 GHz, Port 1.
(4) HP 8350B Sweep Oscillator—Instrument State REM, Sweep trigger—INT, Sweep—Time.
(5) HP 83595A RF Plug-in—0.1-26.5 GHz, Power 10.0, mW RF—On, CS Filter—On, ALC—INT.
(6) Cables—W. L. Gore & Associates DAS ATE (55AT) Test cables, 24 inches long.
(7) Waveguides (Maury Microwave, Inc., and Narda, Inc.). It is noted that all waveguides produced flat baselines at 0.0 dB within the various frequency ranges noted below:
It is clear from this simple Example that meaningful Zeeman shifting can occur in a contiguous material to which a “permanent” magnetic field has been applied. Accordingly, this Example demonstrates that storage of varying magnetic field strengths can function as a memory storage system and that Zeeman shifting/splitting can function as a memory retrieval system. More particularly, both systems can function in higher order memory systems.
In addition to the Zeeman effects discussed above, the following example shows that Directional Zeeman splitting/shifting can also be used as a memory storage system. Specifically, the same equipment and procedures were followed as described above, except that the magnetic fields applied by the Magnets A, B and C were positioned differently. Specifically, rather than the magnetic field direction of each of the magnets 201 pointing parallel with the direction of propagation of the electromagnetic beam in the waveguide 202, the magnets were rotated in two separate directions, each rotation being essentially a 90° rotation. In reference to the schematic in
Thus, when the microwave beam was aligned parallel with the magnetic field, the contiguous material exhibited sequential shifting of frequencies from 1.885 GHz down to 1.115. When the microwave beam was aligned perpendicular with the magnetic field, the contiguous material exhibited sequential shifting of frequencies from 4.8304 GHz down to 3.420 GHz, and from 2.7384 down to 1.8975 GHz. Use of four (4) different magnetic field strengths alone (i.e., none, low, intermediate and high) provides four (4) different data values. Use of the four (4) different magnetic field strengths with two (2) magnetic field directions relative to the interrogating microwave beam provided eight (8) different data values. Further, it was observed that a continuum of changes in the microwave beam orientation relative to the magnetic field direction produced a continuum of changing split and/or shifted frequencies.
Finally, Magnet A exhibited an absorption frequency at 1.918 GHz, −2.7 dB, in the absence of the contiguous aluminum foil, while the baseline for the R band, 1.7-2.6 GHz waveguide was flat. Thus, it is possible to obtain spectral data and data values from the magnetic materials themselves, at varying magnetic field strengths and without any contiguous materials.
These examples demonstrate the use of spectral environmental and spectral conditioning environmental effects, to cause a material to behave as though it were at an elevated temperature, even though it is not at the elevated temperature.
For the following Examples 2a-2d, the below-listed Equipment, materials and experimental procedures were utilized (unless stated differently in each Example).
a) Equipment and Materials—Pyrex 1000 ml beakers, Corning.
Pyrex 600 ml beakers, Corning.
Pyrex Petri dishes; model 3160-102, 100×20 mm.
Ohaus portable standard scale LS200, 0.1 to 100.0 grams.
Toastmaster cool touch griddle (TG15W).
Distilled Water—American Fare, contained in one (1) gallon translucent, colorless, plastic jugs, processed by distillation, microfiltration and ozonation. Source, Greeneville Municipal Water supply, Greeneville, Tenn. Stored in cardboard boxes in a dark, shielded room prior to use in the experiments described in Examples 2a, 2b and 2c.
Forma Scientific Incubator; model 3157, Water-jacketed; 28° C. internal temperature, opaque door and walls, nearly completely light blocking with internal light average 0.82 mW/cm2. Chamber capacity about 5.6 cubic feet.
Fisher brand Salimeters; Models 11-605, 11-606; specialized salinity and sodium chloride hydrometers; length 12″. Calibrated for 60° F.
Fisher brand Specific Gravity Hydrometer; Model 11-520E. Length 12″. Calibrated for 60° F.
Ambient lighting—All experimental conditions described in the Examples occurred in the presence of standard fluorescent lighting. The fluorescent lamps were Sylvania Cool White Deluxe Fluorescent Lamps, 75 watts and were each about eight (8) feet long (about 2.4 meters long). The lamps were suspended in pairs approximately 3.5 meters above the laboratory counter on which the experimental set-up was located. There were six (6) pairs of lamps present in a room which measured approximately 25 feet by 40 feet (7.6 meters×12.1 meters).
Sodium Chloride. Certified A. C. S.
Certificate of Lot Analysis
Distilled water (about 500 ml, at about 20° C.) was placed into each of six beakers (each about 1000 ml in size). One Beaker “EE” was placed under a sodium lamp 12, as configured in
1) Beaker AA sodium lamp about 1 hour, at about 21° C.;
2) Beaker CC sodium lamp about 2 hours, at about 22° C.;
3) Beaker EE sodium lamp about 3 hours, at about 23° C.;
4) Beaker BB, a control beaker, about 1 hour, at about 21° C.;
5) Beaker DD, a control beaker, about 2 hours, at about 22° C.; and
6) Beaker FF, a control beaker, about 3 hours, at about 23° C.
Sodium chloride (about 250 grams) was then added to each beaker and stirred. The beakers were covered with wax paper, placed in a darkened cabinet, and covered with a thick, black, opaque, light-blocking drape.
Twenty hours later the solutions in the beakers were filtered over their salt into 1000 ml beakers. Two hours later each of the solutions (about 85 ml) was pipetted into the Kimex hydrometer testing tube, and temperature and hydrometer measurements were determined. The solutions were finally pipetted (about 50 ml) into each of five petri dishes, dried, and the dry sodium chloride weight per 100 ml solution determined.
Results: The rate of NaCl dissolution increased with exposure of the solvent water to the conditioning sodium lamp, as compared to unconditioned control water. After two hours exposure to the sodium lamp, the conditioned water dissolved approximately 7% more NaCl than the untreated control water. After three hours exposure to the sodium lamp, the conditioned water dissolved approximately 9% more NaCl than the untreated control water.
The rate of NaCl dissolution also increased with increasing time of exposure to the sodium lamp from one hour to two hours. After two hours conditioned water dissolved about 3.5% more NaCl than the one hour conditioned water.
Distilled water (about 500 ml, at about 20° C.) was placed in each of two beakers 104 as shown in
Specifically, sodium chloride (about 250 grams) was added to each beaker and stirred after the treatments discussed above occurred. Each of the six the beakers were covered with wax paper, placed in a darkened cabinet, and covered with a thick, black, opaque, light-blocking, cloth drape.
Twenty hours later the solutions in the beakers were filtered over their salt into 1000 ml beakers. Each of the solutions (about 85 ml) was pipetted into the Kimex hydrometer testing tube, and temperature and hydrometer measurements were determined.
Results: Results were virtually identical for all six solutions, which were all fully saturated. Temperature was about 23.5° C., salinity was about 99.5-100%, specific gravity was about 1.195 and NaCl percent was about 25.5-26%.
Distilled water (about 500 ml, at about 20° C.) was placed in each of six beakers (each about 1000 ml). One beaker “KK” was placed under a sodium lamp 12, as configured in
Sucrose (about 300 grams) was then added to each beaker and stirred. The beakers were covered with wax paper, placed in a darkened cabinet, and covered with a thick, black, opaque, light-blocking, cloth drape.
Twenty hours later the solutions in the beakers were filtered over their crystals into 1000 ml beakers. Each of the solutions (about 85 ml) was pipetted into the Kimex hydrometer testing tube, and temperature and hydrometer measurements were determined. The solutions were finally pipetted (50 ml) into each of 5 petri dishes, dried, and the dry sucrose weight per 100 ml solution determined.
Results: The rate of sucrose dissolution increased with exposure of the solvent water to the sodium lamp, as compared to unconditioned control water. After two hours exposure to the sodium lamp, the conditioned water dissolved about 7% more sucrose than the untreated control water.
In these Examples, targeted spectral energies were used to change the material properties of a solvent.
Acetone (about 1 ml) was pipetted into small glass test tubes and stoppers placed in the tube. Tubes were placed under a neon lam; (about 8 m/cm2) in an otherwise dark room for about 1-5 hours at about 28° C. ambient temperature. Tubes were also placed simultaneously in an incubator at 28° C. for about 1.5 hours.
Phenyl solicylate (about 3.50 grams) was added to each tube leaving a layer undissolved on the bottom of each tube. The solutions were allowed to equilibrate (about 20 hours). Solution was filtered over the crystals and 0.500 ml pipetted into fresh tubes. After the acetone evaporated, dry weights of phenyl solicylate per ml dissolved in conditioned and unconditioned acetone were determined.
Results: Average amounts of phenyl salicylate dissolved in conditioned acetone was 0.78 g/ml. Average amount dissolved in unconditioned acetone was 0.68 g/ml.
While there has been illustrated and described what is at present considered to be the preferred embodiments of the present invention, it will be understood by those skilled in the art that various changes and modifications may be made, and equivalents may be substituted for elements thereof without department from the true scope of the invention. In addition, many modifications may be made to adapt the teachings of the invention to a particular situation without departing from the central scope of the invention. Therefore, it is intended that this invention not be limited to the particular embodiments disclosed as the best mode contemplated for carrying out this invention, but that the invention will include all embodiments falling within the scope of the appended claims.
| Filing Document | Filing Date | Country | Kind | 371c Date |
|---|---|---|---|---|
| PCT/US03/37253 | 11/20/2003 | WO | 1/30/2006 |
| Number | Date | Country | |
|---|---|---|---|
| 60428149 | Nov 2002 | US |
