OK that sounds correct. It means the total resistance is .67 Ohms which consist of the wire resistance plus the electrode resistance .
No it does not. The current is the same, but not the voltage. There are two units of resistance at play here. All we know is the total resistance. The two units of resistance in the wire, plus the sea water resistance between the two electrodes. Can you pull the wires out of the water and short the leads together? If so then use the panel to measure voltage and current again as you did before. . The resistance is too low for your meter to read accurately.
So for example you might read .95 volts and 1.9 amps = .5 Ohms. That would meas the seawater resistance = 0.17 Ohms. That would mean with 1.9 amps of current the voltage between the electrodes is 1.9 x .17 = .323 volts.
This is at the panel, so does that mean it should be the same at the structure? If so that is basically spot on what I want no matter how inefficient.
No it does not. The current is the same, but not the voltage. There are two units of resistance at play here. All we know is the total resistance. The two units of resistance in the wire, plus the sea water resistance between the two electrodes. Can you pull the wires out of the water and short the leads together? If so then use the panel to measure voltage and current again as you did before. . The resistance is too low for your meter to read accurately.
So for example you might read .95 volts and 1.9 amps = .5 Ohms. That would meas the seawater resistance = 0.17 Ohms. That would mean with 1.9 amps of current the voltage between the electrodes is 1.9 x .17 = .323 volts.
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