The present invention relates to a retro-directive quasi-optical system, which is capable of interacting with many spatially distributed object(s) simultaneously, especially, the proposed system uses a lens set having one or more lenses to establish the space channels that correlate each, or part, of the objects distributed in space with one or some pixels within a pixel array, wherein each pixel in the pixel array is composed of one or more Tx (transmitter) antennas and one or more Rx (receiver) antennas.
In modern days, many devices require remote interaction with spatially distributed objects for a number of applications. For example, remote detection of high-resolution imagery, by means of cameras, is indispensable for social media, artificial-intelligence systems, self-driving cars, security tools, and so on. However, light cannot penetrate opaque obstacles, and it can be easily disturbed by fog and rain, or scattered by textured surfaces, or absorbed by black substances, potentially leading to unexpected events or even fatal accidents. On the other hand, conventional radio-frequency (RF) technologies can resolve the aforementioned problems, but the component size is typically large, preventing widespread application of RF technologies in imaging, detection, dense wireless communication networks, etc. Recently, the rapid advancement of high-frequency mm-wave and THz (Tera-Hertz) technologies makes the RF apparatus of smaller form factor be practical of monitoring, sensing, and communicating with objects distributed over a large space simultaneously, thereby resolving most of the issues associated with light-wave apparatus at lower and affordable cost. For another example, future wireless base station calls for complicated, dense, and user-scaling RF communication technology to trace numerous mobile devices dynamically so that their communications with the base station are stable. However, such complexity inevitably leads to both high power consumption and high cost, bringing great pressure on RF communication equipment providers.
There are at least two main candidate electromagnetic (EM) solutions known to date for a local device to interact with remote objects electronically: the first is the phased array system and the second is the lens-based image array system. Here briefly mentions the operation principle of the phased array system: numerous phase-shifting elements are arranged as an array, and the phase of each element is adjusted such that the EM waves (electromagnetic waves) emitted from (received by) all the elements are synthesized into a focused EM beam pointing to (or receiving from) a specific direction. This allows searching or delivering signals in the form of EM waves through different space channels to the remote objects of interest. Next is the brief summary of the operation principle of the lens-based image array system: a lens set is positioned in front of a pixel array, and each pixel consists of an EM wave receiver, so that any EM wave transmitted from the objects may be collected by the lens and then processed by a detector located at a specific position on the focal plane of the lens set. Furthermore, the optical properties of the lens-based image array system may be adjusted by interchanging the lens set (e.g. lenses with different field of views (FOV) and/or other optical properties that may be used independently).
All currently available technologies, however, still have obvious disadvantages. For example, the phased array system requires large and continuous computing power to synthesize the EM waves for beam steering and searching, which results in waste of computing time and energy. In addition, when moving to a higher bandwidth system that requires higher carrier frequencies, the phased array technology becomes increasingly complex because a large amount of high-frequency components such as antennas and phase shifters with sophisticated control scheme and calibrations are required, making the frequency scaling of phased array technology increasingly difficult. Even worse, the phase shifters in general not only requires control power, but also induces extra EM wave losses, nonlinearities (both in terms of power and frequency), and noise. On the other hand, state-of-the-art lens-based image array system only focuses on the EM wave reflected from the spatially distributed objects and through the passive lens set onto different locations in the focal plane, just like a traditional light-wave camera, which does not require any active components and algorithms for beam steering. [Refer to P. F. Goldsmith, C. T. Hsieh, G. R. Huguenin, J. Kapitzky, and E. L. Moore, “Focal Plane Imaging Systems for Millmeter Wavelengths” IEEE Transactions on Microwave Theory and Techniques, Vol. 41, No. 10, p. 1664-1675 (1993)]. The lens focusing property had been also used as an imaging antenna for automotive radars, utilizing a hemispherical lens with a backside reflector nearby the focal plane to generate a scanning multibeam radiation pattern by arranging an endfire tapered slot antenna array positioned in a circular arc surrounding the hemispherical lens. [Refer to B. Schoenlinner, and G. M. Rebeiz, “Compact Multibeam Imaging Antenna for Automotive Radars,” IEEE MTT-s Digest, p. 1373-1376 (2002)]. [Refer to U.S. Pat. No. 7,994,996 B2: “MULTIBEAM ANTENNA,” Inventors: Gabriel Rebeiz, James P. Ebling, and Bernhard Schoenlinner.] The microwave, millimeter-wave, and THz imaging array systems typically need high-power sources to obtain sufficient SNR (signal to noise ratio) to achieve the image quality close to the level of lightwave camera, despite that all the lightwave camera do not need any active components and algorithms for beam steering. Recently, the lens focusing properties were also adapted to the beamspace MIMO (maximum input maximum output) communication, which consists of discrete lens array (DLA) made of several laminated, planar surfaces patterned with sub-wavelength, bandpass, frequency-selective, phase shifters, thus constituting a continuous-aperture-phased artificial lens system of antenna (aperture) size A of spatial signal space dimension, n=4A/lambda2 (lambda is the free-space wavelength of the operating frequency.) The antenna aperture was coupled to p transceivers (p<<n) with p antenna feeds mounted on the focal plane, through which the MIMO algorithms controlled and steered the transmitted or received beams. The lens-based beam space MIMO still necessitated extensive signal processing power to cope with practical point-to-point and point-to-multi-point scenarios. [Refer to U.S. Pat. No. 8,811,511 B2: “HYBRID ANALOG-DIGITAL PHASED MIMO TRANSCEIVER SYSTEM,” Inventors: Akbar M. Sayeed, Madison, Wis. (US); Nader Behdad, Madison, Wis. (US)] [Refer to J. Brady, N. Behdad, and A. M. Sayeed, “Beamspace MIMO for Millimeter-wave Communications: System Architecture, Modeling, Analysis, and Measurements”, IEEE Transactions of Antennas and d Propagation, Vol. 61, No. 7, p. 3814-3827 (2013)].
Accordingly, it is desired to develop new technology for providing efficient remote object interaction, such as imaging, detection, communication, or other applications.
The present invention proposes a retro-directive quasi-optical system configured to interact with remotely distributed objects. The proposed system features fast-switching, low-cost, power-efficient, flexible, high-resolution and more suitable for high-frequency EM waves in the millimeter wave (mmWave) or terahertz (THz) regime.
The proposed retro-directive quasi-optical system includes at least a lens set and a pixel array, wherein the lens set has at least one or more lenses and the pixel array has some pixels wherein each pixel is composed of at least two antennas, one or more of them are connected to one or more transmitters (Tx) and the others are connected to one or more receivers (Rx), which define the locations where the EM wave is transmitted and received, respectively. The Tx includes circuit elements that convert the electrical signal to outgoing EM wave, and the Rx also includes circuit elements that convert the incoming EM wave into electrical signal. Also, the Tx and Rx may include other circuit elements, such as emitters, oscillators, detectors, amplifiers, switchers, filters, EM splitters, and EM combiners etc., to more efficiently generate or detect EM waves, respectively. Note that the physical boundary of each pixel is only defined by the combined size of its antennas excluding the Tx and Rx, and both Tx and Rx may be fully or partially positioned inside the pixel boundary. The lens set instantly creates unique conjugate points between the specific pixel in the pixel array and the corresponding position of remotely distributed objects within the accessible space defined by the lens set. [Refer to W. Wetherell, “A focal systems,” Handbook of Optics, vol. 2, p. 2.2, 2004]. In addition, based on the Lorentz reciprocity theorem, [Refer to L. D. Landau and E. M. Lifshitz, “Electrodynamics of Continuous Media”, (Addisp-Wesley: Reading, Mass., 1960), p. 288], the relationship between a specific pixel exciting EM waves and the resulting focused EM waves on a remote object is unchanged if one interchanges the points where the excitation is placed and where the EM waves are focused on. In other words, a unique and retro-directive space channel mapping is created for all the object-to-pixel-pairs simultaneously without the need of additional computation or wave-synthesis techniques. Hence, in comparison with the phased-array or MIMO, it removes active control and computation for beam steering and their associated hardware and devices. Therefore, the EM waves emitted from each of the pixels may be transmitted to each of the corresponding object positions within the accessible space defined by the lens set, and the reflected or scattered EM waves from the object positions reach the same transmitting pixel of the quasi-optical lens system, thus manifesting the retro-directive properties of the proposed quasi-optical RF system. In addition, the accessible space is defined by the optical properties of the lens set, such as field-of view, even such as the effective focal length and/or the f-number. However, the dimensions of the lenses are in the order of few wavelengths to several hundreds of wavelengths, rendering a quasi-optical lens system. Furthermore, it is required that the size of each pixel is not larger than the point-spread spot size of the lens set, which guarantees that the EM waves emitted from the Tx of a certain pixel will be scattered or reflected back from a remote object of interest, and impinge on the lens set, then reach the Rx of the same pixel on the focal plane with the limited spread spot size. The point-spread spot size can be attributed to both diffraction and aberration of a quasi-optical lens set.
In general, the design of the lens set and the pixel array depends on different applications. Similar to typical cameras when focusing is important at close distances, the distance between the pixel array and the lens set should be optimized. In addition, the lens set can be interchangeable to achieve specific quasi-optical properties such as its field of view. Furthermore, the consideration of the size of the lens set, the amount of pixels, and the distribution of the pixels depends on application; but typically, the tradeoff is between resolution and cost. Moreover, both the transmitter and the receiver corresponding to each pixel can be turned on or off at any time during operation, and the transmitter can adjust its frequency, polarization, phase, and/or the magnitude of the generated EM wave depending on different scenarios or simply saving power. In addition, the proposed quasi-optical system is more suitable for high frequency EM wave, such as the microwave wave or the Terahertz (THz) within the frequency range from 10 GHz to 1 THz. The THz wavelengths are smaller than the millimeter wavelength. Given a lens system with a focal plane diameter of 10 cm, and assuming the pixel size is of one operating free-space wave-length, the lens system can adopt 10 pixels along the diameter plane at 30 GHz, 33 pixels at 100 GHz, 333 pixels at 1 THz, and so on. While maintaining the same size of the lens system, the resolution of the object image increases with increased operating frequency. Conversely, when maintaining the same resolution (and thus the same number of pixels), the dimension of lens system is proportional (inversely proportional) to the wavelength (operating frequency). Particularly, with recent steadfastly improving manufacturing capability, and the maximum transistor unity-gain frequency (fmax) beyond THz is achievable, the proposed quasi-optical system can operate at even higher EM wave frequencies as long as the pixel size is smaller than the point-spread dimension.
The invention, as shown in
The geometrical relation between the lens set and the pixel array may be optimized, i.e., the proposed system may be configured according to the required specifications such as resolution and beam width. As shown in
Both the material and the design of the proposed retro-directive quasi-optical system are critical. For example, each lens of the lens set may be made of glass, quartz, plastics or other materials that are transparent to the EM wavelengths that the pixel array operates at. In addition, in the situation that the lens set is composed of one or more lenses, each lens may be a concave-concave lens, a convex-convex lens, a concave-convex lens, a convex-concave lens, a concave-planar lens, a convex-planar lens, a planar-concave lens or a planar-convex lens. Besides, each lens can also be a planar lens such as a Fresnel lens to reduce thickness and weight. In addition, the lens set may further include one or more elements, such as mirror(s), to deflect the optical axis of the EM wave propagating through, also may further include at least one element, such as the curved focusing reflector(s), capable of focusing EM wave (including curved focusing reflectors). Also, when the lens set is composed of two or more lenses, these lenses usually are centered and positioned along the optical axis of the lens set. In general, the pixel array is positioned on or near the focal plane of the lens set to optimize the image formed on the pixel array, but the distance between the pixel array and the lens set may be adjustable to further optimize the performance. In addition, the pixel array can be a one-dimensional array, a two-dimensional array, or even a three-dimensional array. Also, the pixel array can be arranged along a curvilinear line or on a curvilinear surface.
The pixel design is important such that the receiver within each pixel acquires enough energy transmitted, backscattered, or reflected from the corresponding space-channel-mapped object. Therefore, in general, the size of each pixel is equal to or smaller than the point-spread spot size, which encloses about 90% (Gaussian diameter definition) of the spread of the focused EM wave energy on the pixel array. The point-spread spot size is not only caused by lens diffraction, but also introduced by the lens aberration. Even though the lens aberration can be much reduced by design, the diffraction limited point-spread spot size in free-space is still half-wavelength at its smallest (in free space). The diffraction can be viewed as spatial frequency filtering that prevents the focusing system from reconstruct the image of the original point source. This spread in EM energy allows a reasonable distance between the receiver antenna(s) and the transmitter antenna(s) within the same pixel. Note that not only the details of both of the Tx antenna(s) and the Rx antenna(s) are not limited, but also the geometric relation between the transmitter antenna(s) and the receiver antenna(s) for each pixel is not limited. For example, on different embodiments, for each pixel, the Tx antenna(s) may surround the Rx antenna(s), the Rx antenna(s) may surround the Tx antenna(s), the Tx antenna(s) and the Rx antenna(s) may be placed side by side, the Tx antenna(s) may overlap with the Rx antenna(s), and the Tx antenna(s) may be separated from the Rx antenna(s).
The Tx and Rx antenna(s) within one pixel can be arbitrarily configured to cater applications that benefit from utilizing EM polarization. Interaction based on different polarization provides valuable information about the nature of the remote object. In addition, communication based on polarization coding becomes possible. To achieve this, the Tx and Rx antenna(s) can be designed to emit or receive either vertical or horizontal polarizations. One simple way to change from vertical to horizontal polarization is to simply rotate the antenna by 90 degrees. The Tx and Rx on the other hand can connect to the Tx and Rx antenna(s), respectively, through switches, thus independently enabling transmitters and receivers operating at different (or both) polarization states.
The Tx and Rx that belong to different pixels and/or the same pixel may be individually turned on or turned off. In the scenario when the proposed retro-directive quasi-optical system interacts with only a specific portion of the accessible space, only the corresponding pixels mapped to the this specific portion have to be enabled and the rest of pixels may be turned off. In this way, the overall power consumption of the proposed retro-directive quasi-optical system may be significantly reduced. In addition, a lot of transmitters and a lot of receivers may be enabled through a matrix network wherein numerous switchable connections between the Tx (and Rx) and the backend processing units are dynamically established.
The design of the lens set is critical to provide the desired accessible space that is suitable for different applications. For example, if the proposed retro-directive quasi-optical system is used to interact with objects distributed over a very wide area, the lens set may be designed to provide a wide FOV from about 90 degree to 180 degree or even higher. In contrast, if the proposed retro-directive quasi-optical system is used to interact with some objects positioned in a tighter space, for example, the communication with some devices positioned in an indoor hallway, the FOV of the lens set can be designed narrower and achieving higher resolution. The design of different lens sets includes changing materials and/or curvatures of at least one of the lens set. Furthermore, to have highest contrast and sharpness, alike to the applications of telescopes and/or microscopes, the size, the effective focal length, and other optical properties of the lens set may be designed.
The design of the pixel array is critical for different applications. For example, depending on the resolution requirement, both the amount and the distribution of the pixels are chosen carefully. For example, highest resolution is guaranteed by making the pixel spacing smaller than the point-spread spot size (oversampling.) In addition, depending on the frequency of the EM wave, not only both the size and shape of each pixel can be changed, but also the geometrical relation between neighboring pixels can be changed.
The EM waves emitted by different pixels can also be encoded to enhance resolution. Since the point-spread spot size or the half wavelength of the EM wave transmitted and/or received by the pixel array may be potentially larger than the pixel size in some situations, the receiver can use the transmitter coding information to recognize if the received signals are transmitted from their corresponding transmitter. In this way, a smaller effective spot size may be achieved, and the limitations imposed from the EM wavelength may be mitigated. This is another example that making the pixel spacing smaller than the point-spread spot size becomes valuable.
In addition, by encoding the EM waves emitted by different pixels individually, all multipath signals can both be seen and analyzed simultaneously because the coding mechanism provides an extra dimension for distinguishing the incoming signals for each pixel. To elaborate further, an example of operation is shown where only a one-dimensional pixel array is illustrated for simplicity. As shown in
The proposed retro-directive quasi-optical system may include some additional devices other than the pixel array and the lens set. For example, to perform homodyne detection, a portion of the transmitted signal and the received signal within the same pixel are mixed by an internal mixer fed by a local oscillator. For example, the transmitter and the receiver within the same pixel are frequency-locked by a pair of internal mixer fed by a local oscillator. For another example, for each pixel of the pixel array, an isolation barrier (such as a structure made of absorbing material) may be used to isolate the transmitter antenna(s) and the receiver antenna(s) to prevent the emitted EM waves from coupling directly into the receiver without propagating through the lens set. Similarly, the isolation barrier between pixels can be inserted as well to prevent the EM waves from coupling directly from one pixel to its neighbors.
The proposed retro-directive quasi-optical system may need some additional devices to function properly. For example, the pixel array may be coupled with an external circuit configured to power-on and -off and control the Tx and Rx individually, or to process the received data. The details of this external circuit, such as how the pixel array is coupled with this external circuit, are not limited. For example, these pixels of the pixel array may be coupled with the external circuit through switchable connections which control different pixels independently. The external circuit can also be interfaced with, for example, an FPGA (Field Programmable Gate Array), a microcontroller chip, or a microprocessor chip to perform controls and data acquisition.
Note that the operation frequency of the proposed retro-directive quasi-optical system is not limited, because similar EM wave behavior is applied to any lens systems. However, the proposed system prefers millimeter waves (mmWave) or terahertz (THz) frequencies. To explain, the point-spread spot size is mainly dominated by diffraction at lower frequencies, because the size of the lens is limited by manufacturing. If the frequency is too low, such as RF waves at a few GHz, the size of the lens becomes too large, heavy, and costly. On the other hand, at very high EM wave frequencies such as in the visible regime, the point-spread spot size becomes very small and fabricating optical lasers and detectors smaller than the point-spread spot size is very difficult. It turns out that increasing lens aberration would allow a larger real estate to fit one laser and one detector, but sacrificing resolution contradicts the one important reason to use optics. Therefore, the proposed system may be more suitable to operate at about 10 GHz to 750 GHz, or even 10 GHz to 1000 GHz, which encompasses most of the millimeter wave (30-300 GHz) and/or the terahertz (300 GHz-10 THz) domain, because the point-spread spot-size of mmWave and THz wave are more closely matched to the size of the pixel fabricated by current integrated circuit manufacturers. Tessmann et. al. reported a 0.15 micron p-HEMT 94 GHz single-chip FMCW radar module of chip size 0.36 lambda2 in 2002. [Refer to “Compact Single-Chip W-Band FMCW Radar Modules for Commercial High-Resolution Sensor Applications,” IEEE Transactions on Microwave Theory and Techniques, Vol. 50, No. 12, p. 2995-3001 (2002)] Wang et. al. demonstrated a 0.18 micron CMOS 10 GHz single-chip FMCW sensor of chip size 0.011 lambda2 in 2009. [Refer to “Design of X-Band RF CMOS Transceiver for FMCW Monopulse Radar,” IEEE Transactions on Microwave Theory and Techniques, Vol. 57, No. 1, p. 61-70 (2009)] The size of both the pixel of the pixel array and the lens of the lens set, therefore, may be scaled by using any well-known, on-developed, or to-be appeared technologies. Thus, the proposed retro-directive quasi-optical system may also be suitable for other EM waves with frequencies outside the range from 10 GHz to 1000 GHz while the size of both the lenses and each pixel elements may be scaled with the progress of technology.
Benefits are manifested by comparing the proposed retro-directive quasi-optical system with both the conventional phased array system and the conventional lens-based image array system.
One exemplary commercial application of the proposed invention is the low-power and fast-switching wireless base station. The wireless base station has one to several lens(es) (i.e., the lens set) to focus the incoming EM waves onto an array of pixels (i.e., the pixel array) positioned on the focal plane of the lens set, wherein each pixel (e.g., each array element) has dimensions as small as about half- to one-wavelength of the EM waves that the wireless base station operates at correspondingly and comprises a pair of Tx antenna and Rx antenna. As shown in
Although the invention has been described with respect to certain embodiments, the embodiments are intended to be exemplary, rather than limiting. Modifications and changes may be made within the scope of the invention, which is defined by the appended claims.
Number | Name | Date | Kind |
---|---|---|---|
5583511 | Hulderman | Dec 1996 | A |
6404398 | Chen | Jun 2002 | B1 |
7994996 | Rebeiz et al. | Aug 2011 | B2 |
8811511 | Sayeed et al. | Aug 2014 | B2 |
20120013517 | Lee | Jan 2012 | A1 |
20180267138 | Sakurai | Sep 2018 | A1 |
Entry |
---|
P. F. Goldsmith et al. “Focal Plane Imaging Systems for Millimeter Wavelengths,” IEEE Transactions on Microwave Theory and Techniques, vol. 41, No. 10, p. 1664 (1993). |
Axel Tessmann et al. “Compact Single-Chip W-Band FMCW Radar Modules for Commercial High-Resolution Sensor Applications,” IEEE Transactions on Microwave Theory and Techniques, vol. 50, No. 12, p. 2995 (2002). |
Sen Wang et al. “Design of X-Band RF CMOS Transceiver for FMCW Monopulse Radar,” IEEE Transactions on Microwave Theory and Techniques, vol. 57, No. 1, p. 61 (2009). |
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20180159244 A1 | Jun 2018 | US |
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62429228 | Dec 2016 | US |