Robert Koslover
Certified Consultant
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Posted:
4 years ago
Nov 3, 2020, 9:55 a.m. EST
Maybe. If you are already using a frequency domain application, there is no need to literally specify expressions like . The fact that you mention such expressions at all may be a clue that you may be confused about something here. Perhaps you should post your model to the forum, if you have a particular question about a particular setting in it?
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*Maybe*. If you are already using a frequency domain application, there is no need to *literally* specify expressions like sin 2pi0. The fact that you mention such expressions at all may be a clue that you may be confused about something here. Perhaps you should post your model to the forum, if you have a particular question about a particular setting in it?
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Posted:
4 years ago
Nov 3, 2020, 10:37 a.m. EST
Almost all problems seeking the system response to a sinusoid should be solved using Frequency Dependent analysis.
Two EXCEPTIONS I can think of are:
- The sinusoid is turned on at some time and the transient evolution of the response is desired.
- The system is nonlinear.
Anyone using the Frequency Dependent analysis should become familar with phasors as voltages, currents, displacements, fields, etc. are phasor quantities with a magnitude and a phase.
It should be noted that Time Dependent simulations are more troublesome because they eventually stop converging and a careful choice of solver and solver settings is required. Frequency Dependent simulations rarely have convergence problems.
Almost all problems seeking the system response to a sinusoid should be solved using Frequency Dependent analysis.
Two EXCEPTIONS I can think of are:
1. The sinusoid is turned on at some time and the transient evolution of the response is desired.
2. The system is nonlinear.
Anyone using the Frequency Dependent analysis should become familar with phasors as voltages, currents, displacements, fields, etc. are phasor quantities with a magnitude and a phase.
It should be noted that Time Dependent simulations are more troublesome because they eventually stop converging and a careful choice of solver and solver settings is required. Frequency Dependent simulations rarely have convergence problems.