MMA Project Book, Chapter 5 Section 4
Table 5.4.1 HFET amplifier specifications
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Receiver noise temperature | As low as possible, limited by device performance |
Frequency bands covered | Tentatively 33-50, 68-90, 90-116 GHz |
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5.4.1 Amplifier frequency bands
Possible bands to be covered, along with characteristic performance
data for InP amplifiers, are listed in Table 5.4.3. Note that the first
two bands are required if the MMA must operate below 33 GHz, thus requiring
2 receivers to cover 26.5-50 GHz; but if the lowest frequency is chosen
to be 33 GHz, then the entire band 33-50 GHz can be covered with just one
receiver. If standard waveguide is used, then in order to provide complete
coverage above 68 GHz (the frequency at which the atmospheric oxygen line
begins to permit observations) we must stop at 90 GHz for this receiver.
If non-standard waveguide is used, then the region 68-102 GHz could be
covered. Thus, it is possible to cover all atmospheric frequencies from
33 to 102 GHz with just two HFET receivers; an examination of Table 5.4.3
will also reveal that the receiver temperatures at some frequencies would
be slightly higher in this case than if narrower-band amplifiers are used.
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Designation |
Center of Band |
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Successful design of cryogenically coolable amplifiers requires knowledge of both signal and noise models of HFETs at cryogenic temperatures. These models have been developed with sufficient accuracy to allow for computer-aided designs of cryogenic amplifiers with optimal noise bandwidth performance [1], [5]. An example of a cryogenic amplifier covering WR10 waveguide bandwidth (75-110 GHz) is shown in Figure 5.4.1, with calculated and measured performance data shown in Figure 5.4.2. This amplifier, built for the Microwave Anisotropy Probe (MAP) project, was realized in hybrid technology using pure polytetrafluoroethylene (PTFE), 0.003" thick substrates. The choice of "chip and wire" technology was dictated not only by the objective of achieving the lowest possible noise performance, but also by much lower cost than full-blown development of MMICs, in relatively low volume radio astronomy applications. The amplifier uses full waveguide bandwidth, E-plane probe, waveguide-to-microstrip transitions. It employs six InP HFET chips, each having gate dimensions 0.1 x 50 microns. The input and first two interstage coupling networks were designed to achieve the lowest average noise temperature across the band while the last three interstage coupling networks were designed to achieve a flat gain across the band. The bias networks also use "chip and wire" technology with bond wires being treated as transmission lines in the design process. All the bias network elements having influence on millimeter-wave characteristics and coupling capacitors are manufactured using 0.003" thick quartz substrates.
Figure 5.4.1 Six-stage 75-110 GHz amplifier
Figure 5.4.2 Theoretical and experimental gain and noise of a laboratory receiver employing the amplifier shown in figure 5.4.1
An amplifier can be designed to provide good performance in any of the bands listed in Table 5.4.3. The only region of the spectrum in which an NRAO amplifier has not already been designed and tested is 110-116 GHz. In this highest frequency range appropriate for use of an HFET amplifier, performance becomes critically dependent on device geometry. The dimensions of the presently available devices from the NRAO wafer designated "518" are 0.010 by 0.014 inches, which is marginally too large for a robust design reaching 116 GHz. A wafer procured for the MAP project has somewhat smaller devices, 0.006 by 0.008 inches, but the surface passivating layer on this wafer increases capacitance and precludes its use above about 100 GHz. In order to make a design reaching 116 GHz, and to have enough devices to build all the HFET amplifiers for the MMA with the best possible noise temperature, the plan tentatively calls for fabrication of a new wafer with devices similar to the MAP wafer, but without the surface passivating layer.
The present development plan for the higher frequencies is to proceed
with device and design evaluation through the first half of 1999, and then
to make a decision about the direction of further development based on
the results of laboratory experiments.
Figure 5.4.3 Fluctuations in power spectral density under varying temperature and bandwidth conditions for a test total power radiometer
For the narrow bandwidths used in spectral line observations, these gain fluctuations are not an important factor, since the bandwidth per spectral channel will be small and the noise will be dominated by pure noise, Tsys/sqrt(time*bandwidth). For wideband continuum observations, however, gain fluctuations will be the dominant factor. As a concrete example, consider a time scale of 1 second, which might be typical of a single unidirectional scan employed for observing a continuum point source or making a continuum map. The square of the variance in gain at 20 K ambient temperature for InP devices is about 3.6 .10-8 [1/Hz] per stage; conservatively, 6 stages of gain will be needed to obtain at least 30 dB of gain before a mixer. With 6 stages and a bandwidth of 8 GHz, a total power radiometer will have sqrt(3.6 .10-8 * 6 * 8 .109 * 0.5) = 29 times the variation in measured (delta T)/T than predicted from pure noise.
Various techniques can be used to alleviate this problem and provide continuum sensitivity closer to the situation in which pure noise, rather than gain fluctuations, dominates. The situation is analogous to the early days of radio astronomy, when bandwidths were much smaller but amplifier gain fluctuations much larger; the solution was a switching radiometer. In order to achieve full theoretical sensitivity with an 8 GHz bandwidth, a switch rate of about 10 kHz would be required; the problem is, how to switch and what to switch against. In the MAP project, a phase-switching scheme is used in effect to switch between two beams at a rate of 2.5 kHz; this results at W-band in only about a 20% loss in sensitivity for the effective 20 GHz bandwidth. A sky-switching option for the MMA would significantly increase expense, since a 2-feed receiver with all its electronics would cost at least twice as much as a single feed receiver; there might be severe difficulty going as low as 33 GHz with such a plan, due to the size of the feeds. Experiments in measuring and alleviating gain fluctuations using an out-of-band "pilot tone" have been carried out in the laboratory, with only modest success (e.g. Weinreb [4]). It is possible that a noise-adding radiometer could be employed, at least up to 50 GHz; GaAs noise diodes which can be switched on and off at least as fast as 1 kHz are available which are more stable than amplifiers in this frequency range (Wollack, private communication), but the situation at W-band is less certain. In a total power radiometer scheme, there is some advantage to performing detection at the 2 GHz stage of the IF conversion process, since both gain and noise fluctuations are somewhat decorrelated from one part of the band to another; but this advantage may be reduced by the fact that the separation into 2 GHz bands comes after fiber optic transmission and other electronic processing, which may induce gain fluctuations which dominate the noise. Some reduction in gain fluctuation may also be achieved by running all but the early stages of amplification warm, which improves gain fluctuations by a factor of ~6, and by using GaAs devices in following stages where possible, since the gain fluctuations of GaAs devices are about 1/3 that of InP devices.
Finally, we note that the SIS mixer receivers will also be affected by gain fluctuations in the wideband HFET amplifiers employed in the 4-12 GHz region. These amplifiers will use gate widths of about 400 microns, in contrast to the 50 micron gate widths used at 100 GHz, and the gain fluctuations will be correspondingly reduced by about sqrt(400/50) = 3. Following stages of warm or GaAs amplification can also help. If we can reduce gain fluctuations sufficiently, the atmospheric variations in transparency and noise will dominate the radiometer noise; but this may be difficult to achieve in practice.