- #1
Jonathan Mc
- 6
- 2
Hello all,
I am a senior electrical engineering student at Purdue University and I am working on my senior capstone project. One of the aspects of my project is to measure voltage and current waveforms as well as the relative phase shift between them. I need to get these waveforms into a data acquisition cards interfaced with LabVIEW. The DAQ card that I am using have the following parameters:
Range: +\- 10V
Resolution: 16 bit
Sampling Rate: 50kS/s
Because of this, I have designed a programmable amplification current front end circuit to take advantage of the full resolution of the DAQ (measuring in the mA range all the way up to 20A_RMS within 1% accuracy). The current is converted into a voltage via a burden resistor connected to a current transformer.
Everything is going fine but I recently stumbled upon a huge problem, and I need some guidance.
I initially made the assumption that the highest voltage that I would measure is 120V_RMS, but after playing with some different RLC load configurations with the on campus resistive, capacitive and inductive load boxed, I ran into this situation:
Hooking up a simple series circuit that has a source voltage of 120V_RMS at angle 0 degrees @60Hz with the following impedance:
Z_R = 171 ohms
Z_L = j1200 ohms
Z_C = -j1200 ohms
Because of the reactive elements having equal and opposite impedance, they cancel each other out on an impedance scale, which means that the source only sees the 171 ohm resister. Using ohms law, the current drawn from the source is:
I = V/R = 120V/171ohms = ~700mA_RMS at angle 0 degrees
Since this is a series circuit, the voltage drop across each element is simply the source current multiplied by each impedance.
V_Z_R = 700mA(171ohms) = 120V at angle 0 degrees
V_Z_L = 700mA(j1200ohms) = 840V at angle 90 degrees
V_Z_C = 700mA(-j1200ohms) = 840V at angle -90 degrees
As you can see, the 840V drop across the reactive elements is WAY above my initial design that can only handle 120V max.
(Now if you were to imagine that I have 3 reactive elements in series, and 3 resistors in parallel, each of the reactive elements will have a reactance of 3600 ohms, and the resistor will have a resistance of 52 ohms, which would produce a voltage drop across each reactive element of almost 7579V!)
So my question is, what do I do?
I was thinking that I could simply make a programmable attenuation voltage front end circuit similar to my current circuit, but what do I assume the maximum voltage will be? Is the above circuit a realistic representation of some load that may be used/measured in power systems?
We have a system on campus right now that assumes a source voltage of 120V_RMS, yet their measurement system has a maximum input voltage of 800V_RMS, so obviously this problem has been considered, but I don't know where to go to justify their value of 800V.
I apologize if this topic has been addressed. I'm on a tight schedule and didn't have time to research the forum. Any input would be appreciated!
Thanks,
Jonathan McCrory
I am a senior electrical engineering student at Purdue University and I am working on my senior capstone project. One of the aspects of my project is to measure voltage and current waveforms as well as the relative phase shift between them. I need to get these waveforms into a data acquisition cards interfaced with LabVIEW. The DAQ card that I am using have the following parameters:
Range: +\- 10V
Resolution: 16 bit
Sampling Rate: 50kS/s
Because of this, I have designed a programmable amplification current front end circuit to take advantage of the full resolution of the DAQ (measuring in the mA range all the way up to 20A_RMS within 1% accuracy). The current is converted into a voltage via a burden resistor connected to a current transformer.
Everything is going fine but I recently stumbled upon a huge problem, and I need some guidance.
I initially made the assumption that the highest voltage that I would measure is 120V_RMS, but after playing with some different RLC load configurations with the on campus resistive, capacitive and inductive load boxed, I ran into this situation:
Hooking up a simple series circuit that has a source voltage of 120V_RMS at angle 0 degrees @60Hz with the following impedance:
Z_R = 171 ohms
Z_L = j1200 ohms
Z_C = -j1200 ohms
Because of the reactive elements having equal and opposite impedance, they cancel each other out on an impedance scale, which means that the source only sees the 171 ohm resister. Using ohms law, the current drawn from the source is:
I = V/R = 120V/171ohms = ~700mA_RMS at angle 0 degrees
Since this is a series circuit, the voltage drop across each element is simply the source current multiplied by each impedance.
V_Z_R = 700mA(171ohms) = 120V at angle 0 degrees
V_Z_L = 700mA(j1200ohms) = 840V at angle 90 degrees
V_Z_C = 700mA(-j1200ohms) = 840V at angle -90 degrees
As you can see, the 840V drop across the reactive elements is WAY above my initial design that can only handle 120V max.
(Now if you were to imagine that I have 3 reactive elements in series, and 3 resistors in parallel, each of the reactive elements will have a reactance of 3600 ohms, and the resistor will have a resistance of 52 ohms, which would produce a voltage drop across each reactive element of almost 7579V!)
So my question is, what do I do?
I was thinking that I could simply make a programmable attenuation voltage front end circuit similar to my current circuit, but what do I assume the maximum voltage will be? Is the above circuit a realistic representation of some load that may be used/measured in power systems?
We have a system on campus right now that assumes a source voltage of 120V_RMS, yet their measurement system has a maximum input voltage of 800V_RMS, so obviously this problem has been considered, but I don't know where to go to justify their value of 800V.
I apologize if this topic has been addressed. I'm on a tight schedule and didn't have time to research the forum. Any input would be appreciated!
Thanks,
Jonathan McCrory