Why Does Connecting Multiple Ohmmeters Result in Cumulative Resistance?

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SUMMARY

The discussion centers on the phenomenon of cumulative resistance observed when connecting multiple ohmmeters to a single resistor. When two ohmmeters, each powered by separate 9V sources, are connected to a 4.7 ohm resistor, they both read 9.4 ohms instead of the expected 4.7 ohms. This occurs because each ohmmeter injects current into the circuit, resulting in a combined effect that alters the perceived resistance. The interaction between the power sources and the resistor leads to a misinterpretation of the resistance value by the ohmmeters.

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This might be a forehead-slap moment but I'll ask anyway...

I'm working on a project building a panel of ohmmeters that will simultaneously measure the line-to-line resistance values a 3-phase generator and was running into trouble connecting all three ohmmeters to the three-phase measurement point, where two would read accurately and the third always reads a combination of the other two. So I ran a quick experiment, taking two ohmmeters with separate 9V power sources. When each is connected individually to a 4.7 ohm resistor, they read 4.7 ohms. When you connect them both to the same resistor simultaneously they both read 9.4 ohms. I'm hoping someone more familiar than me with test equipment can tell me why they display cumulative resistance when both connected to the single resistor (I was under the impression an ohmmeter would always display the lowest possible resistance between the test leads).
 
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To measure a resistance, some meters inject a current and read the resulting voltage...
 
(I was under the impression an ohmmeter would always display the lowest possible resistance between the test leads).
An ohmmeter means one (1) ohmmeter.

think about it, crudely as,
A nine volt nominal source across a 4.7 R -> current through the resistor is 2 A.
Now connect a second nine volt nominal supply -> each source sends 1 A through the resistor, for the resistor to have still the nominal 9 v across it.

The second time, the guts of this "ohmmeter" will interpret the lessor current as a higher resistance than before.
 

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