Hi

If you take a look at the info that was posted several weeks back:

The input impedance goes into the “many hundreds” of ohms and well below 100 
ohms. That’s after using the trim cap. 

We’re not talking about +/- 10% here. We’re talking about “near open circuit” 
down to “pretty good match for 50 ohms”.

Bob

> On Oct 27, 2024, at 12:59 PM, Jim Whartenby <old_ra...@aol.com> wrote:
> 
> Bob
> 
> I am sure that you are correct, the input impedance to the R-390 has a 
> tolerance so the balanced input varies around 125 ohms.  There should be 
> enough of an adjustment in the "Antenna Trim" capacitor to get comfortably 
> close to 125 ohms or even close to 50 ohms, at any frequency.  
> 
> 
> But that was not the original issue.  The test spec is not an assumption, it 
> is a mandate.  It says to use the DA-121 in order to comply with the test 
> spec.  So if you wanted to sell R-390s to the Signal Corps, you had to pass 
> their test spec as written and as witnessed by the government source 
> inspector.
> 
> 
> This discussion started with a challenge to this test spec.  The RF input to 
> the R-390, according to the spec,  was higher then what the current owners 
> experience with their receivers.  All I did was to point out was that the 
> DA-121 has an insertion loss which was not overtly accounted for in the spec. 
>  Ever since then, the insertion loss calculation has taken over the 
> discussion.  Most have stated that the DA-121 insertion loss is 5 dB which 
> appears to be true if the impedance change from 50 to 125 ohms is not taken 
> into account.
> 
> 
> Look at the R-390 "Pearls of Wisdom": 
> https://www.r-390a.net/Pearls/sensitivity_alignment.pdf , check out pdf page 
> 684.
> 
> "Because the DA-121 impedance adapter is a resistance 'L' pad and as such the 
> output voltage is a percentage of the input voltage (45% of input, 9.1 db 
> loss, or 4/9 of the input) for this adapter (each adapter is different). EG: 
> if the sig gen reads 1 uV out, the voltage seen at the rx will be 0.45 uV. Of 
> course, this is only true when the actual input impedance of the R-390A 
> balanced antenna connection is 125 ohms. Well, as you probably know, the 
> impedance varies from about 50 ohms to about 200 ohms, depending on the 
> received frequency. Although I have not calculated it, I believe the variance 
> is small enough to not make much difference. Regards, Larry"    It should be 
> pointed out that the 45% mentioned above should actually be 55% or 5/9 of the 
> input voltage.  Using the voltage divider rule, 125 ohms divided by (125 + 
> 100 ohms) = 0.556.  So the 0.45 uV  mentioned above should actually be 0.55 
> uV.  
> 
> 
> To account for the DA-121 insertion loss, one can multiply the signal 
> generator attenuator dB reading by a little over 0.1 to get the actual power 
> applied to the R-390 input.  If the DA-121 insertion loss was 10 dB then the 
> conversion factor would be exactly 0.1 but the DA-121 is a bit less.  To 
> convert the SG voltage reading to what the R-390 "sees" the conversion factor 
> is 0.55 times the SG voltage.
> 
> 
> As I have tried to point out, dB is always a power measurement.  Power equals 
> the square of the voltage ratio IF and only IF the input and output 
> resistances are the same.  When they are not the same then one has to use 10 
> log ((Vout / Rout) / (Vin / Rin)) to find the insertion loss (or gain) of the 
> network.
> 
> 
> I have read the above over perhaps a dozen times so hopefully any mistakes I 
> made today have been caught.
> 
> Regards,  Jim
> 
> 
> Logic: Method used to arrive at the wrong conclusion, with confidence.  Murphy
> 
> 
> On Sunday, October 27, 2024 at 09:09:46 AM CDT, Bob kb8tq <kb...@n1k.org> 
> wrote:
> 
> 
> Hi
> 
> We know that the R390() does not supply a 125 ohm load to the antenna 
> or the test setup. Based on doc’s shown earlier, it typically is way off from
> 125 ohms. 
> 
> This is not at all uncommon in the world of receivers. 
> 
> Thus the *assumption* that the radio supplies a 125 ohm load is suspect. 
> 
> Welcome to why “1 uV” out of any signal generator probably is not what the 
> input to the radio actually has applied to it. 
> 
> Do people head off and work out what’s “really there”? You could work it out
> various ways.  That’s not how the spec on the radio is written. If the signal 
> generator says 1 uV that’s the correct number to use. 
> 
> How is this relevant?
> 
> If I hook up a 50 ohm generator directly to the input of the R390(), it is 
> running
> from a 50 ohm source. Based on the doc’s shown a wile back, the input to
> the radio is *always* higher than 50 ohms (and often by quite a bit). Loading
> will have a very different impact on that 50 ohm source than on a 125 ohm 
> source. 
> 
> If you *do* want to work this out in the “real case” ( = radio hooked up) 
> *and* you want to do it only based only on power : You have a whole lot of 
> work 
> to do. One (as yet unmentioned) part of that is the input to the radio has a 
> reactive 
> component. That messes a bit with power math. 
> 
> Bob
> 
> > On Oct 27, 2024, at 9:40 AM, Larry Haney <larry41...@gmail.com 
> > <mailto:larry41...@gmail.com>> wrote:
> > 
> > Jim,  I agree with this posting of yours *except* for the 1st and last
> > statements.
> > 
> > 1.  First you said: 'What has been overlooked is that there is an impedance
> > transformation from 50 to 125 ohms.'  We are all very aware of this fact.
> > 
> > 2.  Lastly you said: 'To convert the* SG voltage output* into the voltage
> > actually seen by the R-390, multiply the SG reading by *0.1235* or divide
> > the SG reading by 8.097, either way works.'  That is *not right* at all.
> > You just went through a nice step by step explanation about how to
> > determine the power loss, then you use that power loss ratio (0.1235) to
> > determine the voltage seen by the 390.  *Wrong, wrong, wrong.*  The last 3
> > steps in your procedure are: 1. dB = 10 Log ^ (.00247watts / 0.02 watts),
> > 2. dB = 10 Log ^ 0.1235, 3. dB = -9.083.  *No real disagreement there*.
> > The input watts to the da-121 = 0.02 watts, the output watts from the
> > da-121 = .00247 watts, that's a 12.35% loss of *power* in watts, not
> > voltage.  You *can not* use the 0.1235 *power loss* relationship to
> > directly calculate the *voltage loss* relationship of the da-121 as you are
> > doing in your last statement.
> > 
> > One way to correctly calculate the voltage coming out of the da-121 (Vout),
> > would be to use the formula:
> > 
> > Vout = Sqr rt (Pout (watts) x impedance (ohms))
> > 
> > Where Pout is the power coming out of the da-121 (in this case, 0.00247
> > watts) and impedance is the da-121 load impedance provided by the 390, 125
> > ohms.
> > 
> > Vout = Sqr rt (.00247 x 125) = 0.5556 Volts
> > 
> >    .00247 x 125 = 0.30875
> >    Sqr rt  0.30875 = 0.5556
> >    Vout = 0.5556 volts
> > 
> > Vout is what's going into the 390 (in this scenario).
> > 
> > Regards, Larry
> > 
> > 
> > --------------------------------------------------------------------------------------------------------------------------------------------------
> > On Wed, Oct 23, 2024 at 9:35 AM Jim Whartenby <old_ra...@aol.com 
> > <mailto:old_ra...@aol.com>> wrote:
> > 
> >> What has been overlooked is that there is an impedance transformation from
> >> 50 to 125 ohms.  Any calculation that ignores this transformation is in
> >> error.  The only solution that accounts for different impedances is by
> >> looking at the respective powers at both input and output.
> >> 
> >> 
> >> 1 volt into the DA-121 gives 0.556 volts out.  Looking at the power-in
> >> verses power-out using the respective impedances:
> >> 
> >> 
> >> Power = voltage squared / resistance
> >> 
> >> Pin = 1 volt ^2 / 50 ohms = 0.02 watts
> >> 
> >> Pout = 0.556 volt ^2 / 125 ohms = .00247 watts
> >> 
> >> dB = 10 Log ^ (Pout / Pin)
> >> 
> >> dB = 10 Log ^ (.00247watts / 0.02 watts)
> >> 
> >> dB = 10 Log ^ 0.1235
> >> 
> >> dB = -9.083
> >> 
> >> 
> >> To convert the SG voltage output into the voltage actually seen by the
> >> R-390, multiply the SG reading by 0.1235 or divide the SG reading by 8.097,
> >> either way works.
> >> 
> >> 
> >> Regards, Jim
> >> 
> >> Logic: Method used to arrive at the wrong conclusion, with confidence.
> >> Murphy
> 
> >> 
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