Patent Application
20090284126
The present invention relates generally to devices for generating electromagnetic radiation. More particularly, embodiments of the present invention include vacuum electronic devices and resonant cavities for use in such devices, and methods of micro-fabricating such devices and cavities.
The Radio Frequency (RF) spectrum extends from low frequency radio, through radio, microwave, terahertz, infra-red, visible, ultra-violet, and finally x-rays, and while the fundamental form of all the waves are the same, the mechanism for formation, and absorption of each varies. Radio and microwaves are created by macroscopic currents flowing or oscillating through a bulk material—as in a semiconductor, or and antenna. Much of the infra-red, Visible and Ultra-violet spectrum corresponds to energies attained through quantum electron shifts, and vibrational resonances of molecules. Very high energy and frequency radiation, such as X-rays, are produced by high energy particle interactions, such as bremstrahlung, or ionization of inner electrons. However there exists a gap between the maximum capabilities of current electronics, and the low end of the IR spectrum—this is the so-called terahertz gap, as it lies between 300 GHz and 3 THz.
Terahertz radiation, also referred to as T-rays, Far-Infrared (FIR), and sub-millimeter radiation, is both interesting, and potentially very useful, as it has certain useful properties normally associated with both visible light and microwaves. For example, THz has the ability to pass through most materials with little attenuation. It has high attenuation in water, and is unable to penetrate metals. Yet, because of it's lower wave length, it behaves more as a ray, and less as a wave, at small scales. The short wavelength 1 mm (300 Ghz) to 0.1 mm (3 THz) also allows for higher resolution than is attainable with microwave radiation (This can be derived directly from the Rayleigh criterion).
Groups have shown that THz can be used for tooth/bone density investigations, to detect cavities before they form [2]. The same technique, called Terahertz Time Domain Spectroscopy, has been used by Mittelman [3] to measure the position of raisins within a box of cereal, and density variation in chocolate bars. Various space agencies are also keenly interested in THz radiation, as much of the inter-stellar dust in the universe radiates in the THz region. The same technology is useful for study of the upper atmosphere. Many chemicals have unique absorption and transmission characteristics in the THz band—so a THz source would be immensely useful in chemical analysis and spectroscopy. A space mounted version of this would allow researchers to track pollutants in the upper atmosphere.
There is also interest in T-rays in the homeland security and intelligence community. T-rays can penetrate most materials easily, such as fabrics, plastics and cardboard. But unlike X-rays, they are non-ionizing radiation, so there are no obvious health concerns. This enables terahertz radiation to be used on biological specimen, and even people. Additionally, the spectroscopic data mentioned above could be use to chemically fingerprint explosives and other malicious agents. The resolution is so good that it is possible to read un-opened letters, based on the chemical signature of the ink used.
Despite the obvious potential of THz radiation, sources of T-rays remain either very expensive, very low power, or both. There have been several general approaches. The first involves non-linear reactive coupling of lower frequency signals. This takes advantage of available components operating in the 100 GHz range (which are scarce), and various materials with non-linear optical properties. High order multipliers are inefficient, so many THz sources use stacked low order frequency multipliers. This results in a signal with power of a few hundred μW.
High power THz radiation has also been produced through the use of a free electron laser (FEL), which operates by sending a relativistic electron through a sinusoidal magnetic field. From the electron's perspective, the magnetic field appears as a virtual photon, so can undergo Compton scattering. By controlling the frequency of the magnetic field (wavelength, and electron velocity) the frequency of the resulting radiation can be controlled, and tuned to THz. While this yields high power radiation, it requires millions of dollars of investment, and a large facility, of which only a handful exist in the world.
A similar technology is under research by Walsh at Dartmouth [6], and with Vermont Photonics. They created a repetitive structure, capable of supporting a standing electromagnetic wave (often called a slow wave structure). By passing relativistic electrons across the surface of the slow wave structure, the electrons are effectively traveling faster than the speed of light. Superluminal electrons slow their velocity through and electromagnetic equivalent of a shockwave, called Cherenkov radiation. This is the same radiation that accounts for the blue glow associated with pool-type nuclear reactors. By controlling the electron velocity, and the slow wave structure, it is possible to tune the frequency of the Cherenkov radiation to the THz region. Vermont Photonics has achieved powers of up to 450 ∥W using this technology [8].
Another technique that has been commercially successful because of its affiliation with THz Time Domain Spectroscopy involves down-conversion of optical wavelengths, through a photo-electric crystal. A dipole antenna is charged, and coupled by a photo-active element. A femto-second pulsed laser is then shone on the photoconductor, producing THz pulse. Opto-electronic terahertz sources require a very well controlled laser source (Colliding pulse mode-locked, or CO2). Efficiency continues to be very low, as a 120 W laser system can produce only a few mW of THz energy [2] [4]. Both these methods involve altering higher, or lower frequency radiation to produce THz frequencies. There exists another class of devices which operate by amplifying a signal. A band pass filter, and a feedback loop can allow these devices to operate as oscillators. Solid state signal sources are limited by material properties at high frequencies, and therefore have difficulties exceeding 100 GHz. However, the precursor to solid state electronics—vacuum tubes—can often offer higher performance than solid state devices, allowing them to operate at higher powers or higher frequencies.
Vacuum electronic technology originated with the first computers, radar, and generally the first RF systems. In the most basic form, a vacuum tube uses the coupling between electric forces, and kinematics of electrons to introduce gain to an RF signal.
While generally more expensive than solid state electronics, there are several applications in which vacuum electronics are regularly found. High power applications, such as TV or radio transmission towers and even satellite transmission often use Klystron, Twystrons, Twystrodes, or other power vacuum tubes. Most particle accelerators use vacuum tubes to generate the accelerating fields. Many military applications also use vacuum electronics because they can operate in a wider temperature range, and are less sensitive to electronic noise (Hardened electronics).
The operating frequency of a vacuum device is dependent on the size and geometry of the resonating elements. In the case of a klystron, the resonators are simple cavity resonators. A traveling wave tube (TWT) employs a helical coil, or a serpentine wave guide to support a wave (another slow wave structure). In each case, the resonant frequency is governed by the geometry, and is of a scale on the order of the wavelength. This makes conventional power vacuum electronics effective for frequencies ranging from about 5 MHz up to 25 GHz.
Several attempts are currently under way to produce high frequency vacuum tubes by using a variety of microfabrication techniques. Much of the focus is on providing power for a next generation linear accelerator—which necessitates a power source of several mega-watts operating in the W-band (about 95 GHz).
The Stanford Linear Accelerator Center (SLAC) developed a 94 GHz device, called a Klystrino, using a microfabrication technique known as LIGA (from the German acronym for lithography, electroplating and micro-molding) [7]. Because of its application, it was designed to produce 400 kW peak power, and 4 kW average power, through and assembly of 4 individual beam tunnels [9]. The device was successfully fabricated, and assembled, and the cavity properties were measured while beam loaded. It required an overall precision of ˜5 μm, which was achieved with LIGA for the cavities, and wire EDM for the drift tube. It ultimately failed under test due to a magnetic misalignment. [10] LIGA has also been used for fabrication of resonant cavities for accelerator purposes. J. J. Song et al. [11] made a sample accelerator cavity, 7 cm long with an operating frequency of 94 GHz, as well as designs for a 1 m long structure with an operating frequency of 108 GHz. The individual cavities are on the order of 1 mm, but the tolerance is <0.2%, to attain the required Q. LIGA seems to have a lot of potential, however it is limited in its use, because it requires a hard x-ray source for exposure, such as a synchrotron, and long exposure times (4-8 hours). As such, waiting lists for LIGA exposure are months or even years long.
The Jet Propulsion Lab has also fielded a project, led by Manohara [12] to produce a reflex klystron that operates at 1.2 THz, and produces 3 mW of power with an efficiency of 0.2%. They propose etching a gridded cavity using deep reactive ion etching (DRIE), and silicon bonding. Several proposals have been produced, and various components have been fabricated, however no functional device has been produced. The THz reflex klystron is designed to operate with a large current (3 mA) which requires a cathode current density of 100 to 1000 A/cm2. While the authors propose using a carbon nanotube field emission array (FEA), they have not succeeded in creating such a device.
A private research company, Calabazas Creek Research Inc. has designed a backwards wave oscillator (BWO) using a variety of microfabrication techniques, including electric discharge machining (EDM) and LIGA. The device operates from 500-600 GHz, and is expected to produce 6-8 mW of power. Backward wave oscillators offer more tunability than klystrons, but give up efficiency. The design includes a reservoir type thermionic cathode, and a depressed collector, both of which act to increase the efficiency of the device. The structure has been fabricated using LIGA, however only 8% of the fabricated circuits were in usable condition. No results from tests were found. [13]
Similar projects are in progress at Northrop Grumman, and Genvac. The Northrop Grumman project [14] uses a serpentine waveguide to act as a slow-wave structure, like a TWT. It has been successfully fabricated, and was able to produce a few milliwatts of power with an efficiency of 0.6% at 650 GHz. The Genvac approach [15] also uses slow wave structures, however it employs a fabrication process using chemical vapor deposition (CVD) diamond for structural elements. The resonant structure has been fabricated, but successful operation has not yet been demonstrated.
As such, there still exists a need in the art for improved vacuum compatible THz frequency electromagnetic wave sources, methods of micro-fabricating such devices and resonant cavities suitable therefore.
In part, certain aspects of the present invention relate to the formation of a vacuum electronics circuit by the fusion bonding of multiple substrate wafers, e.g., silicon, copper, or other suitable conductive material, each etched using DRIE, cut using EDM, or machined by other suitable means. Other aspects of the invention relate to the alignment of a cathode with tube by fusion bonding the cathode wafer to a tube built using the fabrication methods described herein. Yet other aspects involve the alignment of dies or wafers during the fabrication of a vacuum electronics device using the “lego” technique outlined herein.
In yet other aspects, fabrication methods are described including the simultaneous etching of the dies for each layer in the stack all on a single (or a few) wafers, then dicing the wafers and assembling the stack at the die level. The methods include the use of nested mask etch to form the cavity, the integration of a collector formed from the fusion bonding of multiple copper layers, or layers of another material, with the tube by fusion bonding or anodic bonding the collector to the tube, and the coupling of multiple parallel tubes together to form a multi-beam klystron or other vacuum electronic device.
Further, in certain embodiments, the invention provides for the integration of a pseudo-spark electron source with the tube to avoid the need to magnetically confine the electron beam. In other embodiments, the invention provides for the implementation of a periodic permanent magnet beam confinement system by dropping in permanent magnets into hollows etched around the drift tube using a process identical to the cavity etch process. In yet other embodiments, the invention provides for the coupling of power into or out of the cavities of the vacuum electronics device by way of waveguides formed during the same etch steps as the cavities.
The following drawings illustrate exemplary embodiments for carrying out the invention. Like reference numerals refer to like parts in different views or embodiments of the present invention in the drawings.
a-g illustrates an exemplary deep reactive ion etch process.
a-m illustrates exemplary etch step for a fabrication process of the invention.
a-e illustrates an exemplary MEMS Klystron.
Increasing the operating frequency of Vacuum Electronic Devices (VEDs) requires smaller, more precisely machined resonant structures. The present invention provides VEDs and resonant cavities for use therewith, as well as fabrication methods for such devices and cavities. In certain aspects, the disclosed devices, cavities and methods can achieve THz frequencies.
A first aspect of the invention provides a method for fabricating resonant cavities. The method generally comprises: (1) etching high aspect ratio cavities in wafers; (2) electroplating metal on the surface of the cavities; and (3) aligning and bonding metalized cavities of wafers to form resonant cavities.
In certain embodiments, the wafer may be a silicon or quartz substrate. The metal may be copper or other suitable conducting material. As described in further detail herein, deep reactive ion etching may be used to etch the high aspect ratio cavities into the wafers.
In yet another embodiment, the metalized cavities may be aligned for fusion using a vernier offset approach or a precision alignment using integrated registration structures in the material. Such a registration type alignment is described further herein with reference to a “lego” approach.
Another aspect of the invention related to a method for fabricating a vacuum electron device. The method generally comprises: (1) providing resonant cavities, e.g., such as those prepared according to the methods described herein; (2) aligning the resonant cavities with a wafer stack having a conducting drift tube; (3) bonding the resonant cavities to the wafer stack having the drift tube; and (4) aligning and bonding an electron source to the cavity/tube wafer stack to form a vacuum electron device.
In certain embodiments, the drift tube may be fabricated in the wafer stack via DRIE, bore drilling, electrical discharge machining (EDM), laser ablation or electroforming. The electron source may be a field emitter array (FEA), a thermionic cathode, a cusp gun or a pseudospark gap. In yet other embodiments, a collector may additionally be bonded to the tube of the vacuum electron device, e.g., through fusion or anodic bonding.
In certain embodiments, the inputs and/or outputs of the device may be fabricated simultaneously with the resonant cavities. Alternatively, the parts or layers (including inputs/outputs) of the final device may be fabricated in parallel, using similar fabrication steps and processes.
In a particular embodiment, the electron source is aligned and bonded to the device in such a manner that the beam of electrons emitted from the electron source propagates primarily in a direction normal to the plane of the wafer or substrate that contains the electron source.
A first aspect of the invention relates to the design and fabrication of vacuum electronic devices and of micro-scale (e.g., 400 um largest dimension, <1 um tolerance) resonant cavities for use in vacuum electronic devices. Such devices include, but are not limited to, TWTs, BWOs, EIKs, etc. In one embodiment, an exemplary device is a klystron, such as a micro-klystron, which may be a high frequency (THz) oscillator, or amplifier, depending on the setup of the inputs.
A Klystron operates by sending an electron beam through a series of resonant cavities. The first cavity is excited by an external source, imparting an RF (radio frequency) signal to the beam. As the beam drifts down the “drift tube” the signal power increases, reaching a maximum at the output cavity, where the energy is used to drive an output, resulting in an amplifier. If a portion of the output power is used to drive the input, the device will operate as an oscillator, resulting in a source.
Exemplary designs of klystrons are illustrated in
Another aspect of the invention relates to the resonant cavities of the VEDs. The resonant cavities are generally cylindrical voids, located coaxially with the drift tube of the VED. They have a narrower, capacitive center section, and a larger inductive outer section. Illustrative cavities are shown in
Generally due to fabrication techniques, as shown in
The operating frequency of the device is determined by the dimensions of the resonant cavities, and in part by the length and diameter of the drift tube. To operate at terahertz (1012 Hz), the maximum dimension of the cavities is on the order of λ/2, where λ is the wavelength. At 1 THz, this corresponds to about 150 μm. However, the cavities are very sensitive to changes in their geometry—so that the tolerances must be less than 1 μm. This is below the tolerances of conventional manufacturing processes, and is near the limits of current technology for bulk micro-fabrication.
This innovation described here proposes a method of fabricating cavities with the desired dimensions and tolerances, and for assembling those cavities along with an appropriate drift tube, and electron source.
In the design described, the electron source is proposed to be a field emitter array (FEA), however other electron sources are possible, including but not limited to thermionic cathodes, cusp guns, or pseudo-spark gaps. The advantage of using a high density current source like an FEA or pseudo-spark, is that the beam does not require compression or focusing, making beam alignment and containment much simpler.
Yet another aspect of the invention is related to fabrication techniques for the resonant cavities described herein. Conventional micromachining techniques may generally be used, as understood by those of skill in the art. While many viable materials exist, copper, silicon, quartz, silicon coated with copper, quartz coated with copper, or other suitable conducting materials are preferred. The fabrication process utilizes a number of established techniques, including deep reactive ion etching (DRIE), fusion bonding, sputtering, and electroplating.
In a first aspect, the fabrication methods of the invention will preferably utilize DRIE to create the high aspect ratio cavities. Cavities will then preferably be metalized using a sputtered seed layer, followed by electro-deposition of copper. Wafers are then aligned, stacked and fusion bonded to form the overall device.
DRIE is a process that alternates isotropic dry etching with passivation to achieve very high aspect ratio etches. The basic steps of one embodiment of the invention are outlined in
With reference to
Because of the combination of isotropic etch and passivation, DRIE often produces a scalloped effect at the beginning of an etch. However improvements in DRIE capabilities have been able to reduce surface roughness to 0.03 μm, which is significantly below the skin depth of THZ, e.g., 200 GHz waves, in copper, and much thinner than the proposed copper layer. In plane, the walls of the etch can be maintained vertical to within 0.4 μm for etches exceeding 300 μm in depth. By using the DRIE process in conjunction with buried etch-stop layers, such as buried oxide layers, the out of plane etch control can be equally precise, and the final etch face has very low surface roughness.
In addition to fabricating the cavities, input/output waveguides and coupling structures must also be fabricated in this step. Because of the small tolerances allowable on the cavities, the waveguide coupling structure (generally and inductive loop, or a coupling port). Waveguides may either run parallel to the wafer surface, to a waveguide port at the side, or may turn and travel through the stack of wafers to a port on the top or bottom surface of the wafer stack.
To couple to conventional rectangular waveguide, the input/output waveguide may need to go through a series of discrete steps, adjusting either height or width. Gradual, discrete steps can be appropriately designed to minimize loss and reflection. A similar step can be used to improve transmission around the necessarily square corner to transition from a horizontal to vertical waveguide.
A micro-fabricated cavity-half has 3 distinct etch depths, as opposed to a simple DRIE etch, in which all etches proceed at the same rate. To attain variation out of plane, the micro klystron fabrication technique uses a triple-nested mask. Out of plane etch depth control is implemented through the use of etch stop layers. An exemplary fabrication method of the invention is shown in
With reference to
Moving on, the photoresist mask may be stripped off (
An electrically resonant cavity requires a high conductivity surface, to reflect the EM waves with as little attenuation as possible. To achieve this, the cavity surface is plated with a metallic layer. Preferred choices include gold and copper, for their electrical conductivity, and their ease of application. Both diffuse easily into silicon, so a boundary layer of Tantalum can be used to prevent the creation of a eutectic mix at the boundary, with unpredictable electrical properties. Copper has been studied quite extensively for its fusion bonding properties, to be used in interconnect technology for the semi-conductor industry. While it is more reactive than gold in an oxygen atmosphere, forming a protective oxide, it is more conductive, and well suited to operation in a vacuum environment, such as the interior of a klystron. If during fabrication, the chemical activity of copper becomes an issue, gold may be used as a second option. However, any suitable conducting material may be used.
As mentioned before, the skin depth in Copper at 200 GHz is ˜150 nm. Because field intensity decreases exponentially, it is desirable to have the conductive layer extend for several multiples of the skin depth. Copper can be sputtered to depths of several hundred nm, however, because of the convoluted shape of the cavity to be sputtered, it is predicted that more even coverage will be obtained using electrodeposition of copper over a sputtered seed layer. The depth of deposition can be controlled by controlling the current of the cell.
Following plating, the two halves of the cavity are united and ultimately the entire stack of wafers are formed into a single device. The cavity pieces have been electroplated with a layer of copper or other suitable conducting material. The exposed face of the conducting material may be polished to be extremely smooth, using chemical mechanical polishing (CMP). When aligned, wafer faces are placed in contact with each other, and subjected to elevated temperatures (450° C.) and pressures (4000 mBar) followed by a cooling cycle and nitrogen annealing. This creates a very strong bond, with fracture strength near that of the raw copper.
Conventional mask aligners may be used to produce alignment with an repeatable error of, e.g., 2 μm, which is quite large compared to the tolerances of the device. If desired, one method to achieve better alignment using traditional mask alignment is to implement an intentional offset. As with a Vernier scale, if one set of masks has slightly different spacing than the other, good alignment can be guaranteed at one position, at the expense of a low yield. If 5×5 arrays are used, each with an offset of 0.5 μm, than it is ensured that one device will have an alignment error of 0.35 μm (0.25 μm*√2). However it also guarantees that 24 devices will have error greater than this, resulting in a 4% yield. If 3 wafers are stacked, and the necessary precision remains, the yield drops to 0.16%, and continues to diminish rapidly as the number of bonded wafers increases.
In an alternative embodiment, a self-aligning technique may also be used which self-aligns structures to achieve alignments better than 200 nm. Like a LEGO block, a series of peaks fit into corresponding sockets to align the masks. While work has been done with self-aligning structures before, normally the presence of the peaks precludes proper treatment for fusion bonding, as the surface cannot be polished adequately. The “LEGO” technique uses pre-stressed cantilevers to actuate the aligning structures, allowing self-aligning, and fusion bonding. Self-aligning structures have been implemented successfully at the die level. Such self aligning of structures can dramatically improve the yield, during fabrication of cavities, particularly in the cases of multi-wafer stacks. However there is a cost associated with the real estate of the aligning structures themselves. As much as 25% of the wafer is consumed by the aligning structures themselves, however, this can still provide better performance and better accuracy than using a vernier offset.
In certain embodiments, the fabrication method of the invention may also use a type of wafer known as a Silicon on Insulator (SOI) or buried oxide wafer. The buried oxide layers offer excellent control of the out of plane etch, and are suited to preferably obtain the desired tolerances.
In a particular exemplary embodiment (shown in
With reference to
As shown in
As shown in
Moving to
DRIE may then be used to thin the cantilever to a desired thickness, e.g., ˜100 um, as shown in
Moving to
The DRIE etch may be continued until the bottom of the trench arrives at the etch stop layer (
Moving to
Continuing, the backside of the wafer may be etched using DRIE, to free the cantilever, and to create a via for the drift tube (
A desired, thin layer of copper may then be coated on the face of the wafer, using, e.g., sputtering exclusively, or electrodeposition following a sputtered seed layer (
In accordance with one embodiment of the invention, this completes the fabrication of individual cavities. Because of the resonant nature of the cavities, their fabrication tolerances are very particular, as recognized by those skilled in the art.
When the cavities have been fabricated, they can be combined with a wafer stack through which a drift tube has been bored. The lower required tolerances on the drift tube allow it to be fabricated with traditional through-wafer etches, and wafer bonding. Conventional wafer can be accomplished with ˜2 μm alignment, which is sufficient for drift tube alignment. An Illustrative wafer is shown in
Through wafer etches can be easily accomplished using DRIE. The drift tube needs to be conductive, so the component wafers must also be plated with copper. A lternative methods could also include fabricating the drift tube directly out of a copper disk, using more conventional machining practices—EDM, laser ablation or electroforming.
The final step is to add an electron source, and a sink. The suggested source is a field emitter array (FEA) capable of producing a very high cathode current density (40 to >100 A/cm2). The advantage of this approach is twofold—it allows for easy assembly and alignment of the beam source with the drift tube and cavity stack, and it reduces the complexity of the magnetic field required to contain the beam. To implement an FEA, a wafer containing an FEA can be bonded to the wafer stack, along with a dielectric spacer, which allows for the necessary accelerating voltage. Other possible electron sources include thermionic cathodes, cusp guns, or potentially pseudospark gaps. Such an exemplary device is illustrated in
In accordance with certain embodiments of the invention, exemplary devices were prepared and evaluated.
A THz emitter array Klystron was fabricated, as generally illustrated in
Certain benefits of the fabricated klystron include: better power density and efficiency compared to solid-state or other VED alternatives; continuous-wave THz and/or mm-wave band source; and a three-phase program that will produce a klystron array integrated into a prototype system.
Power Density (limited by ability to cool): 25 MW/m3
Efficiency 1% or better
A 2-cavity kylstron was prepared according to fabrication methods of the invention. The beam tunnel diameter for both current, and cavity coupling was optimized while making some reasonable assumptions about current density and filling factor results in a beam tunnel radius of 35 μm, and a beam radius of 25 μm. To obtain such a fine beam with a conventional thermionic cathode would require beam shaving, which would significantly lower the tube efficiency. The alternate approach is to use a FEA, which can produce the necessary current density without beam compression. This also allows for easy integration with a micro-fabricated tube, and simplifies the magnetic field design.
FEAs are capable of producing very high current densities, often exceeding several hundred A/cm2 in ideal conditions. A vacuum tube environment provides less than ideal conditions for an FEA, however it does seem reasonable to expect current densities up to 40 A/cm2. Additionally, FEA performance improves as the size of the array decreases, so they are exceptionally well suited for micro-devices.
The prepared device will use a circular FEA with a 25 μm radius, and a current density of 40 A/cm2, for a total beam current of 0.75 mA. Beam voltage for the device is 2 kV. Higher voltages increase the coupling coefficient, but lower the National Vacuum Electronics Conference 2007, Surrey Ion Beam Centre intrinsic efficiency, as the maximum impedance from a single output cavity is the limiting factor on output power.
Unlike a conventional thermionic cathode, an FEA requires no beam compression, so the magnetic field design does not need to follow a convoluted beam path, or establish a brilloun flow. However an issue that does arise is a very high charge density at the surface of the array. Electrons departing the array have a low kinetic energy, coupled with a high current density implies a very high space charge. Thus the required magnetic field required to prevent a ‘blow out’ of the beam at the face of the FEA is larger than would be needed to contain a beam of similar current density produced by a conventional cathode.
A pseudospark gap uses a large voltage potential over a small distance to initiate a spark. The ionized gas (plasma) serves as an electron source. By operating on the left-hand side of the paschen curve, the breakdown is not a real spark, but a pseudo-spark, creating an ion channel that allows exceptionally high current densities (on the order of kA/cm2). A pseudospark uses a hollow cathode and a series of electrodes before the anode, which would make it a good candidate for microfabrication using this technique.
A coaxial magnetic field with a 1 T intensity limits the electron deviation to a few microns, which is within the tolerances of the device. Such a magnetic field can be created over small distances, such as a micro-klystron, using strong permanent magnets. Similarly, a solenoid could be employed to produce a similar effect, but reducing the overall device efficiency.
Further developments could implement electron beam containment through a series of periodic permanent magnets (PPM). Fabrication and integration of magents and pole pieces would be integrated into the fabrication of each die—which lends itself very well to this process.
In the case of a pseudospark gap, the high current density combined with the narrow beam spread and high brightness may eliminate the need for a containment field.
The device is evaluated both analytically (this is the primary reason for choosing a 2 cavity klystron) and numerically. Numerical analysis is done using the 1-D code AJ Disk. Both forms of analysis require a description of the cavities, in terms of impedance, external load, and coupling. Thus the cavities themselves are also evaluated analytically and numerically. An analytic model assuming a simple re-entrant design is considered. The inductive portion of the resonator is modeled as a single turn solenoid, while the capacitive region is approximated by using the Schwarz-Christoffel transformation. A numeric analysis of the cavities is conducted using the finite element code HFSS 10, by Ansoft.
The cavities have a TM010 mode resonant frequency of 200 GHz, and an unloaded Q of 1070, when formed of copper. Analytic methods suggest a maximum fabrication error sensitivity of 1.3 GHz/μm, while the numeric methods the maximum sensitivity is 0.6 GHz/μm. The Q factor is relatively insensitive to fabrication tolerances.
The cavity design is particularly sensitive to variation in the ‘capacitive’ portion of the cavity. This sensitivity can be capitalized on by introducing a mechanical actuator in the cavity design, capable of displacing the capacitive gap by a small amount. This would give the cavity an improved non-instantaneous bandwidth, allowing it to operate over a wider frequency range. Mechanical actuation could be realized through direct mechanical deformation, hydraulic pressure, thermal actuation, or piezoelectric actuation.
The micro-klystron is designed as an oscillator. Assuming that 20% of the output power is diverted back to the driving cavity, and estimating a 5 dB waveguide loss, the device shows an output power of 1.3 W, with a gain of 11.7 dB. This corresponds to a device efficiency of 6%. It may also operate as an amplifier, simply by having an external driving the input cavity.
A profile of the spent beam's energy profile shows that a good deal of energy remains in the beam. A more advanced design, involving multiple cavities, and extended interaction regions would improve the device power and possibly bandwidth.
Both numerical and analytical analysis support the potential for DRIE as a means of fabricating a 200 GHz microklystron. The necessary precision in fabrication has been achieved in other fields, as well as techniques such as metalization, and wafer bonding. Thus fabrication of a 200 GHz klystron is possible. Simulation of the proposed device yields an output power of 1.3 W, and a gain of 11.7 dB.
Further evolution of the fabrication technique could be manifested through a series of developments. These include, but are not limited to Multi-beam klystron, Extended interaction klystrons, cavities including variable geometry (see above), and novel electron sources such as the pseudo-spark gap.
While the foregoing advantages of the present invention are manifested in the illustrated embodiments of the invention, a variety of changes can be made to the configuration, design and construction of the invention to achieve those advantages. Hence, reference herein to specific details of the structure and function of the present invention is by way of example only and not by way of limitation.
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The present application claims the benefit of U.S. Provisional Application No. 61/053,577, filed May 15, 2008, the entire contents of which are herein incorporated by reference in its entirety.
| Number | Date | Country | |
|---|---|---|---|
| 61053577 | May 2008 | US |
