Noise-figure meter

A noise figure meter is an instrument for measuring the noise figure of an amplifier, mixer, or similar device. An example instrument is the 1983-era Agilent 8970A.

Measurement methods

Describe automated Y-factor noise measurement

A gated broadband noise source (such as an avalanche diode) drives the device under test. A measurement is made with the noise source on; another measurement with the noise source off. From those measurements and the characteristics of the noise source, the noise figure can be calculated.

Noise source

Some noise figure meters need a calibrated broadband noise source -- a noise generator. Several methods are used to generate broadband noise. Some methods require two sources: a "hot" and "cold" source. For high frequency measurements, the noise source will be embedded in a transmission line.

Thermal noise

Noise (electronics)#Thermal noise

Thermal noise in a resistor. Resistor in liquid nitrogen. Resistor in boiling water.

Shot noise

Noise (electronics)#Shot noise

Electrons crossing a gap make discrete arrivals. Impulse. White noise. Compare to thermal electrons.

Motchenbacher & Fitchen (1973, p. 292) describe using a forward biased diode as a calibrated noise source. They also describe a generator made from a low-noise amplifier with a shorted input. Its noise voltage is determined by the shot noise of the amplifier's input transistor.

Vacuum tube

Main article: Noise generator

Random noise generators can be made from temperature-limited vacuum tube diodes. (Motchenbacher & Fitchen 1973, pp. 289291) The vacuum tube's anode (plate) is high enough to collect all the electrons emitted from the hot cathode. The operating conditions are set to avoid a space charge around the filament/cathode that would affect the electron emission. The anode current exhibits shot noise.

The noise current is set by the filament temperature. The current is an exponential function of filament temperature.

At low frequencies, there is 1/f noise. At high frequencies, the transit time of the electron becomes an issue.

Ott (1976, pp. 218219) describes using a noise diode to measure noise factor.

Zener and avalanche diodes

Voltage breakdown diodes are often used as noise generators. (Motchenbacher & Fitchen 1973, pp. 180182) There are two breakdown mechanisms: Zener and avalanche. Diodes with the corresponding effects are known as Zener diodes and avalanche diodes. The two mechanisms have different noise behaviors.

The Zener effect (or internal field emission effect) dominates below 7 volts.[1] The junction is thin, and the electric field is large enough that electrons jump the energy gap. The primary noise is shot noise. There is little other noise (excess noise).

Avalanche breakdown is noisier. A carrier traversing the semiconductor junction is accelerated by the reverse-bias field, and it can generate new electron-hole pairs in a collision. Those new carriers can also generate more carriers in a subsequent collisions. The carriers don't arrive singly but rather in bunches. The result is avalanche multiplication of what would have been just shot noise. The spectrum, like shot noise, is white.

Avalanche breakdown can also exhibit multi-state noise. The generated output noise appears to switch between two or more distinct levels. This noise has a 1/f characteristic. The effect can be minimized.

Motchenbacher & Fitchen (1973, pp. 291292) describe a noise source using a Zener diode (and also suitable for an avalanche diode).

Some commercial microwave noise generators use avalanche diodes to create a large excess noise figure that can be turned off and on. The impedance of the diode is different during the two states, so an output attenuator is used. The attenuator reduces the noise source output, but it minimizes mismatch loss. (Swain & Cox 1983, p. 26)

See also

Notes

  1. Motchenbacher & Fitchen (1973, p. 182) graphs noise voltage versus diode breakdown voltage at 250 μA for a family of diodes. At 3 V, the noise volage is about 1 μV per root Hz. At 7 V, the noise is about 28 μV per root Hz.

References

Also

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