Don ND6T has recently installed a 20 dB RF AGC modification in the BITX40.
He has not installed it in the uBITX yet but intends to do so soon. It’s a simple circuit and replaces the S meter circuitry, too.
Most BITX automatic gain control schemes use the audio output to apply control of the input of the audio power amplifier. This depends upon the volume control setting and introduces considerable distortion on high level signals. By using a signal source before the control then we can use the constant fixed gain of the receiver as a good indicator of signal strength and still adjust the speaker or headphone levels for the best comfort.![](http://www.nd6t.com/bitx/Graphics/AGC.jpg)
This simple project uses a single stage amplifier to tap into the audio at the input of the volume control, rectify it to a DC level, filter it, and use it to control a MOSFET as a shunt across the receive RF path. This project assumes that you have already installed the RF gain control described here (for the BITX40 or here (for the uBITX) and bridges across it at the control potentiometer.
R3 and C3 are used to not only filter out the audio component, but to form a “fast attack, slow release” control signal. That means that, when a strong signal appears, RF gain will be quickly reduced but will take a second or so to restore to full gain after the signal stops. This avoids “pumping” during a single sideband transmission but is fast to react to very loud signals.
Nearly any general purpose NPN bipolar junction transistor will work as Q1 as long as it has a beta of more than 100. 2N2222, 2N3904, etc. will work quite well. Q2 can be a 2N7000 or a BS170. None of the component values are critical. The 5 volt supply makes it easy to use any part with more than a working limit of just 6 volts and the current drain is low enough to be negligible.
I have found that most 2N7002 transistors will yield at least 20 dB of RF attenuation across the HF spectrum at 50 ohm impedance. Attenuation begins around 1.4 volt bias on the gate referenced to the source and provides maximum action at around the 3.7 volt level. Very effective for a single, simple, and inexpensive device. A great first step.
A more fulsome article with construction details (using surface mount components) is posted on nd6t.com.
This simple circuit led to a discussion on the BITX20 IO Group list, started by Jerry KE7ER, about the BAP64Q pin diode attenuator. This gives 60dB of dynamic range: https://groups.io/g/BITX20/message/32066
Attenuating back in RF gets around the limited dynamic range that Henning points out in the first post of that thread. Note that the control voltage is inverted with respect to the 2n7002 FET, higher voltages give less attenuation. You could get a slightly lower noise figure for the receiver if the attenuator was inserted at a later stage of the RF chain.
Jerry observes, “The BAP64Q is relatively expensive at $0.50 single piece,
the frugal among us will note it’s down at $0.20 if you buy a few thousand.
Mouser and Digikey both stock it, Mouser points you to the wrong BAP64* datasheet. There are other similar small signal pin diode attenuators out there from other manufacturers.”
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)