CN0359 Conductivity Board Constant Resistance Error

My lab and I are using the CN0359 conductivity board to evaluate the conductivity of solutions. When the conductivity probe (Innovative Sensor Technology) is wired to the Analog Board, the conductivity measurements are all across the board. We have run the following experiment in hopes of ensuring that the Analog Board was functioning properly, yet the data suggests there may be an error within the board itself. How can we ensure the board is functioning properly?


The Analog Board is capable of accepting resistances between 0.1 Ohms and 10 MegaOhms. If the resistance is constant, the conductivity of the system should be a constant as well. (The first picture presents the experimental set-up.)

Experiment #1

Pins 1 and 4 (red wires) were attached to an oscilloscope to measure the voltage and obtain the waveform. Pins 2 and 3 (blue wires) are wired to a 1 kilo-ohm resistor. The resistor simulates the resistance that would be expected in solution and is well within the range that should be accepted by the board. Additionally, it is a constant and removes possible error from another source. This should lead to a constant conductivity. The Analog board is then plugged in. The settings are changed to obtain a 0.7 V differential at an oscillating frequency of 160 Hz. The waveform is indeed a square wave, yet it is not completely symmetric (Figure 2). Specifically, the oscilloscope shows a max voltage of 770 mV and a minimum voltage of -870 mV. When we look at the Analog Conductivity board, the conductivity measurements bounce across the board. (Values continuously change from the microS/cm range to the mS/cm range and then shows a sensor error before beginning to jump from the uS/cm to mS/cm range again.)

Experiment #2

Additionally, it is worth noting that when we switch the polarity (switch Pins 1 and 4, the analog board stops working as no voltage drop can be measured (Image 3). We would have expected switching the leads to have no effect as it is an AC current that is generated. This was not the case. 

Experiment #3

Here we tested to see if the results were reproducible. We returned to the configuration described in Experiment #1. We unplugged the board, waited a few minutes and plugged the board back in. The waveform that we obtained was shifted completely off center and was not symmetrical by any means. (Forgot to take picture.) We once again unplugged the board, waited and plugged that board back into the power supply. The waveform returned to what we saw in experiment #1 and we obtained the same (in my opinion, not sensible) results as previously described. 

If these tests were not sensible, what tests can we run to ensure the board is functioning properly? I believe these tests should have functioned, if so, how can we fix the problem?

** I cannot seem to upload images to this post. They are attached within the following Google Link:

Parents Reply
  • What fixed resistance does 50mM MgCl2 correspond to, and what excitation frequency / level are you setting the circuit to?

     - can you take a look at this once ND_Deuterium provides this information? We'll want to understand any limitations (if any) that the capacitive coupling imposes, and / or any settings that need to be modified from the defaults.


  • 50mM MgCl2 corresponds to a conductance of 11.8 mS or a resistance of  0.085 mohms. As I mentioned previously, we are able to get a reading here, but not at a concentration of 80 mM MgCl2, Please let me know if you need me to explore the phase space between these two measurements to provide you a more exact cut-off. 

    The board is set to a frequency of 300 and a voltage of 0.7V. 

  • Do you mean 0.085 milli-ohms? That's very low. Wouldn't it be:

    1/0.0118S = 84.7 ohms?

    That's right in the middle of the operating range - when used without AC coupling caps. What is the value of the capacitor in series with your excitation? We had recommended 10uF previously - but the idea is that the AC coupling cap should have a much lower impedance than the cell at the operating frequency.

    1/(2*pi*300Hz*10uF) = 53 ohms

    which might explain what you're seeing.

    First suggestion - double check the math for the equivalent fixed resistor, and verify that you get accurate readings for perhaps 100 ohms and 50 ohms.

    Second suggestion - bump the value of the excitation cap by a factor of 10 (100uF).


  • Yes, you are correct, sorry about that error on my part. 

    We will go ahead and begin looking into your two suggestions. Thank you.