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5. Initialization
The steady-state solution yields the phasors of all network state variables in the form
, which corresponds to x(t) = X
m
cos (ωt + θ ) with ω = 2πf (f is the fundamental frequency). The solution at time t = 0 therefore corresponds to the real part of the phasors. Knowing the solution of the state variables at time t = 0, it is possible to correctly initialize the network equations in the time domain to calculate the waveforms equivalent to the...
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Initialization
Time domain
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