Plotting IMD3 Terms in Polar Form on Cadence
时间:04-06
整理:3721RD
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Hi all,
I am referencing this paper:
Modified Derivative Superposition, Aparin and Larson
http://course.ee.ust.hk/elec528/Note...-%20Larson.pdf
I am having trouble getting a plot like in Figure 7 where it displays the IMD3 components.
I can determine the ordered nonlinearity terms from (3) easily using a dc sweep of Vgs and taking the deriative. But how would I only display this at a certain Vgs? For example I have the calculator function deriv(deriv(deriv(Id)))/6 but what If I want it at a certain Vgs like Vgs=0.5?
Assuming I can do this, can I also do a ac analysis at the same time? If so, I could get vgs from probing vg and vs and get vgs^3. This will have a phase component with it so ideally I could put g3*vgs^3 in vector form but how would I do this?
Thanks,
William
I am referencing this paper:
Modified Derivative Superposition, Aparin and Larson
http://course.ee.ust.hk/elec528/Note...-%20Larson.pdf
I am having trouble getting a plot like in Figure 7 where it displays the IMD3 components.
I can determine the ordered nonlinearity terms from (3) easily using a dc sweep of Vgs and taking the deriative. But how would I only display this at a certain Vgs? For example I have the calculator function deriv(deriv(deriv(Id)))/6 but what If I want it at a certain Vgs like Vgs=0.5?
Assuming I can do this, can I also do a ac analysis at the same time? If so, I could get vgs from probing vg and vs and get vgs^3. This will have a phase component with it so ideally I could put g3*vgs^3 in vector form but how would I do this?
Thanks,
William
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