Disclaimer All material in these articles are digitally scanned from the originals. Permission to disseminate this information was obtained from the authors by Peter Eaton, WB9FLW. No copying, changing of the digital format or reprinting may be done on this material without the permission of the original authors and John Mc Clun, N3REY. You may make a copy of all articles for personal use only. Any and all spelling errors may or may not be from the process of scanning. If an article has been spell checked, the original misspelling will have been corrected. Those that are present currently are due to NOT having been completely checked. Any omission of content will be corrected as time allows, the current presentations are being made available until corrected copies are obtained. Please address all comments to the digital librarian, John McClun, N3REY at mcclun@clark.net COHERENT CW NEWSLETTER (Copyrighted June, 1975) CCWN 75:9 If the input and the switching signal are exactly in phase, the switch always connects that side of the transformer which has a positive output, and the resulting switch output looks like the familiar full-wave rectifier output. If this signal was ripple filtered, the filter output would be a d.c. level representing the average voltage of the output. Now, if the input and switching signal are 180 degrees out of phase, the switch output is the negative image of the first waveform, because the switch is always connected to the transformer lead which has the negative voltage. The filtered output would be a steady negative voltage. If we now cause the two signals to be 90 degrees out of phase, the switch changes position at the peaks of the input waveform, reversing the polarity of the output. Instead of the output being complete half-cycles either positive or negative, it consists of alternating quarter-cycles which are mirror images about the zero level. Thus the filtered output will be zero volts. If the frequency of the two signals is not quite the same, so that there is a slow change in the relative phase between them the average value of the output will change also. If the signals are 1 Hz different in frequency, the filtered output will go from zero to a maximum positive value, back to zero, continuing to a maximum negative value, and back to zero, all in one second. Thus the filtered output is a 1 Hz waveform. The b.f.o. and product detector in your receiver operate on this same principle. The audio beat you hear R has a frequency equal to the difference between the frequency of the signal input and the frequency of the b.f.o. The big difference with the CCW filter is that we are mostly interested in signals which are at "zero beat'" Now we examine the integrator. An integrator is very similar to a charging capacitor, except that instead of following the familiar exponential curve for a constant input, its output is a straight line. The slope of the line is proportional to the instantaneous voltage at the input. Now the integrator has an interesting feature which we must note. Just like a capacitor, its output is not necessarily zero when its input is zero. It can remain "charged" at a constant value when no current is being injected into the input. So our integrator is provided with a "dump" switch which short-circuits the capacitor and resets the integrator to zero when needed. In Figure 3 we see waveforms which will help show how the integrator works. In each case, the waveform is preceded and concluded by a "dump" command. Whenever the integrator has a constant voltage input, the output is a voltage changing at a constant rate. If the input is zero volts, the output is constant. If the input is a square wave, the output alternately slews up and down. If the frequency of the square wave goes up, the frequency of the output goes up with it, but the peak- to peak amplitude drops off. There is another way to view the integrator performance also, and this second interpretation brings us to the heart of the CCW . filter's selectivity features. If the integrator is first set to > zero, and then allowed to process an input signal for a certain interval of time, the voltage at the integrator output at the end of