Tool/software:
Designing high-performance PWM DACs for field transmitters.pdf
the simulation results of the Voltage to Loop-Current Converter circuits in the Figure 9 is not match the Equation 19.
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Tool/software:
Designing high-performance PWM DACs for field transmitters.pdf
the simulation results of the Voltage to Loop-Current Converter circuits in the Figure 9 is not match the Equation 19.
Hello User,
The second op amp is a servo that makes the right side or R3 be 0V
So R3 current is V2/R3 right; that current flows though R12 down
Voltage at R12, R20, bottom is -V2/R3*R12
So R20 current down is -V2/R3*R12/R20
The sum of R12 and R20 down current is -loop current = -V2/R3 + -V2/R3*R12/R20
Factor out -V2/R3 and you get (-V2/R3) * (R12/R20) as -loop current ; invert to get +loop current
If you do not get that then the second op amp servo didn't do its job, make right side of R3 = 0V
Unless we are talking about earth ground, anyone can declare any node to be ground, zero voltage. I picked that triangle thingy to be ground for me.
I can see all of the loop current has to flow though R2 R20. With my declared ground and faith in servo doing it's job, I was able to recreated the formula.