Handbook of Microwave Component Measurements. Joel P. Dunsmore

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the short is +0.6, and the load is +0.75; thus, the difference between the open and the short moves from 2 to only 0.4. These reflections are mapped to the full Smith chart through the error correction math, in such a way that the values from the reflections, and any instability, are multiplied by 5. Also, since the load condition has a large signal in the b1 receiver, any instability in that signal is apparent as a directivity error, which is also multiplied by 5. In theory, if directivity is defined as the average of the open/short response relative to the load response, then the directivity of a 1+gamma reflectometer is about 0 dB (remember that directivity for a coupler or bridge is always positive, often 20 dB or more).

      Theoretically, any directivity error can be corrected for by a calibration, but in practice, certain unstable errors can cause uncorrectable errors when the directivity is poor. Thus, 1+gamma structures have largely disappeared from use. Also, this same multiplying effect causes any slight drift in the test port cable to cause a considerable change in the measured reflection coefficient, after calibration.

       2.2.5 VNA Receivers

      2.2.5.1 Samplers

Schematic illustration of the circuit diagram of a sampler.

      It is not unusual to use harmonics of up to 200 times the VCO frequency. Because the conduction angle is so short, the effective input impedance is high, essentially multiplied by the maximum harmonic number, and this means the effective noise figure of the sampler is high as well. Since the conduction angle does not depend upon the frequency being measured, the noise figure does not depend upon the frequency being measured. The conduction angle and conversion efficiency can be adjusted by adjusting the diode bias so that they are not quite turned on, and the pulse provided by the VCO gives the extra current to turn on the diodes fully.

      The foremost problem is the degraded noise floor in the sampler‐based VNA. The effective noise floor is further reduced as the conversion efficiency of higher‐order harmonics typically degrades near the top of the sampler frequency range. Almost all modern VNAs use some form of mathematical response correction on the sampler response so that frequency response of the VNA receiver to a constant input power appears flat over its entire frequency range. This response correction, which removes the effect of roll‐off in real conversion loss, has the consequence of increasing the apparent noise floor of the sampler at higher frequencies.

Graph depicts the spurs from a source crossing a harmonic of the VCO.

      Another difficulty with sampling mixers becomes apparent when measuring filters in the stopband and is caused by remixing signals reflected off the DUT back into the input reflection receiver such as the b1 receiver. Because this effect has the appearance of a signal bouncing off the input reflection of the filter stopband and then bouncing off the b1 mixer (at a different frequency), it is sometimes called sampler bounce (or mixer bounce in the case of mixers). Designs of these components must be carefully considered to avoid these bounce signals, and the basic design of samplers make them especially susceptible to this particular type of crosstalk.

      For these reasons, and the fact that creating wideband mixers with full‐band RF‐frequency LOs has become much more cost effective, the use of samplers in VNAs has been phased out.

      2.2.5.2 Mixers

      2.2.5.3 Noise Floor

      With mixers used as VNA receivers, the critical performance attributes are noise floor and input compression point. A fundamental LO provides best performance; using a third‐order harmonic of the LO to obtain higher RF frequency response theoretically degrades the conversion loss by 9 dB, and fifth harmonic degrades it by 14 dB, based the idea that the LO drives the mixer into square‐wave conversion. This degradation in conversion loss is represented as an increase in noise floor for most VNAs, due to the internal factory‐based response correction.

      2.2.5.4 Spurious Responses

      Mixers have

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