The accompanying drawings, which are incorporated in and constitute a part of this specification, illustrate various aspects of the invention and together with the description, serve to explain its principles. Wherever convenient, the same reference numbers will be used throughout the drawings to refer to the same or like elements.
a-1c illustrate a typical waveguide interface configured with a cover flange abutting a choke flange to form the joint between waveguide sections.
a-3b show the cover flange of a choke-coupled waveguide joint with spring contacts for mating the waveguides.
a-4b illustrate the properties of a half-wave groove at the connection point and the resonance frequency of the equivalent tank circuit within the frequency band.
a-5b illustrate a waveguide interface configured, in accordance with principles of the present invention, with a so-called step choke flange mating with a shield flange to form the joint between waveguide sections.
a-6c and 7a-7d show various top, cross section and isometric views of waveguide interfaces to illustrate a number of embodiments of the waveguide interface design in accordance with principles of the present invention.
a-8c are empirical insertion loss and return loss graphs.
As noted above, the present invention relates to waveguide interfaces. The design of waveguide interfaces in accordance with the present invention is based, in part, on the observation that, with proper geometry, a half-wave groove at the connection point between two waveguides appears to the passing waves as a virtual continuity through the joint in the transmission line.
a illustrates the foregoing principle. The transmission line is interrupted with a groove 302 having a half-wavelength dimension (λ/2). The groove is analogous to a tank circuit with inductance, L, and capacitance, C. The resonance frequency, fc, of the analogous tank circuit is derived from the equation:
The resonance frequency, fc, is the center frequency in the frequency band. The graph of
Conceptually, the geometric design would be similar but the dimensions for different frequencies such as 6, 13, 15, 18, 23, 26, 28 and 38 GHz would be different. Thus, notwithstanding the different dimensions, the description of the geometric configuration applies in general to the various frequencies.
The neck and step formation replaces the conventional groove surrounding the waveguide opening which is carved on the mating surface with this waveguide opening. Note that instead of a circular shape, the waveguides and flanges may have a rectangular or square-like shape. In such instances, the half-wavelength (λ/2) and quarter-wavelength (λ/4) dimensions would be maintained except that instead of radius they would be length/width dimensions. A circular-square or rectangular body shape combination is likewise possible. Note also that the dimensions are designed for a particular frequency, but, as will be later explained, because of the characteristics of this design the precision of these dimensions and the smoothness of the surfaces is not as critical as it would otherwise be in conventional designs.
Turning again to
Also, the mechanical block erected by the walls 410 that project (vertically in this instance) from the base of the shield flange 402 operates to block energy leakage over the frequency range, say 37-41 GHz. Thus, notwithstanding the relatively loose mating between the flanges which allows air to pass through between them, the shield flange walls 410 create an effect akin to an electrical energy gasket.
Again, the geometry of the air gap 418, neck 420 and step surfaces 406 are designed for a particular frequency, and the resulting effects can be analogized to those of a tank (LC) circuit.
a-6c illustrate an implementation of the foregoing design in a waveguide joint for interfacing two waveguide sections.
In other words, once the frequency and corresponding dimensions are selected, a waveguide interface with the foregoing configuration would produce more predictable and robust results even with imperfect manufacture and assembly precision or subsequent movement. Such waveguide interface design relaxes or substantially avoids what would otherwise be a requirement of an effectively watertight, gap free and perfectly aligned mating between the flanges.
Note that in either one of the embodiments, whether described above or below, the height and shape of mating flange members is preferably set to enhance the mechanical and electrical performance of the waveguide interface. For instance, the height of the vertical wall members 510 of the shield flange 502 and that of the inserted choke flange member 507 is relatively large and sufficient to provide mechanical stability and improve the energy leakage blocking capability. In other words, the dimensions are preferably set for providing stable mechanical retention of the mating flange members and for sealing the joint to block energy leakage.
Following the same principles as described above but with a different configuration, another waveguide joint is implemented as shown in
c illustrates an alternate configuration for part a. This configuration might fit for instance in a smaller space with a different shape factor. In this implementation the waveguide interface joins a circular waveguide in part a to a rectangular waveguide in part b. Notably also, the choke is designed with a different geometry to fit the new space requirements but to achieve similar electrical properties.
d provides a more detailed cross-section view, along line B-B, of the alternate choke design of
The discontinuity between the waveguides at the connection points effects properties such as insertion loss and return loss of the combined waveguide. Thus, achieving the desired virtual continuity with the foregoing designs helps minimize the insertion loss and improve the return loss even when the face-to-face abutment of mating surfaces is not gap-free metal-to-metal contact and the gap size varies. Indeed with proper dimensions (e.g., width, step size) the design can create resonance at the desired frequency within the frequency band. In other words, with proper design of the choke, the waveguide behaves predictably in the desired frequency range even with a variable gap.
a is a diagram showing an empirical insertion loss that would be exhibited by impedance matched and unmatched designs with a gap of 0.06″. A transition with well-matched impedances produces in turn well-matched frequency responses for the various gap sizes. The unmatched impedance design uses a conventional choke-based flange configuration while the matched design uses a flange with one of the new choke designs as illustrated above. The high insertion loss shown for the unmatched design at the high end of the frequency range indicates a near-by resonance. The insertion loss with an impedance-matched design in accordance with various embodiments of the present invention is minimal and significantly closer to 0 dB.
b shows empirical values for the return loss that would be obtained with impedance matched and unmatched designs. Again the unmatched designs use conventional choke-based flanges and the matched designs use one of the above-described new choke. Ideally, without the gap the desired return loss might be maintained at a level 20 dB or higher across the frequency band, but with an unmatched design the return loss for a 0.06″ gap is at the lower level of 5-10 dB. With a matched design (that removes the resonance of an unmatched design) the return loss for a 0.06″ gap is equal to or higher (in absolute value) than 22 dB across the frequency range. This improvement provided by the matched impedance designs should work for various gap sizes and, as shown in
In sum, waveguide interfaces implemented in accordance with the principles of the present invention have a waveguide transition which minimizes resonance that would otherwise introduce poor return loss and high insertion loss across the frequency range. These waveguide interfaces are designed to tolerate gaps between the mating surfaces of the flanges and lower levels of parts precision. In addition, these waveguide interfaces require fewer parts, having no need for the spring or rubbing contacts to make the electrical connection.
It is worth mentioning that the new waveguide interface designs apply to and can be implemented to effect a connection between waveguides in any type of system or environment. For example, one of the new waveguide interface designs can be implemented to connect between a primary feed horn of a microwave antenna and diplexer in a microwave transceiver. In another example, such waveguide interface designs can be implemented in a connection between waveguides in test equipment.
Finally, although the present invention has been described in considerable detail with reference to certain preferred versions thereof, other versions are possible. Therefore, the spirit and scope of the appended claims should not be limited to the description and illustrations of the preferred versions contained herein.