Hi
In our BCM application, we need to put a 3 meter cable in between human body and AFE4300. The Z and θ reading value was impacted by this long cable.
How to do Z and θ calibration for 3 meter cable?
Thanks!
PY Tsai
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Hi
In our BCM application, we need to put a 3 meter cable in between human body and AFE4300. The Z and θ reading value was impacted by this long cable.
How to do Z and θ calibration for 3 meter cable?
Thanks!
PY Tsai
Hi Anand, Praveen,
The cable we used is RG316 it is a low impedance cable. However when the RG316 cable goes into a connector to connect to the PCB. Impedance shift will happen at the connector. It is challenge for us to remove this impedance shift. It would be easier for us if there is a method for us to do calibration.
Is there any way to do calibration?
Thanks!
PY Tsai
Hi PY Tsai,
I want to know, what element do you suspect of this impedance shifting?
1- RG316 cable,
2-SMA onboard connector,
3-PCB layout.
There are some Phase Adjusters which help you to ensure the stability of the calibrated phase adjustment.
On the other hand, in order to measure the plane impedance, you need to have a VNA (Vector Network Analyser)
Let me know if you have further question about choosing appropriate Phase Adjusters matched to your cable and connector.
Regards,
Hossein
Hi Hossein,
Due to we do not have Vector Network Analyser and not able to know exactly where the impedance shift come from.
We are thinking of using a 500 ohm high precision resistor to do calibration. By comparing how the measuring result shift from 500 ohm to do calibration.
Is this idea looks reasonable?
Regards,
PY Tsai
Hi,
I am not sure how accurate a calibration you will get by using just a 500 Ohm calibration resistor. This is because the effect of the cable on the phase shift of the signal from this calibration resistor could be different from its effect on the actual impedance being measured. It is worth a try. Additionally you could look at using an R-C calibration impedance that is a closer representative of the body impedance's R-C model.
Regards,
Anand.