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DabaDuBa
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I was wondering how to calculate the magnitude and phase response of any circuit that is neither Low-Pass,High Pass nor Band-Pass. I am asking this because i haven't found anything relevant in any textbooks so far , since the only use standard filters.
e.g an AC circuit consisting of an AC source with internal resistance A , capacitor C , inductor L , resistance B (the load) such that :
Zc||(Zb + ZL)
Following the commonly suggested methodology , the equivalent Thevenin impedance would be :
[ (jωL)-(ω*ω*L*C*Za) + Za ] / [ 1 + j*ω*C*Za ]
and the Thevenin Voltage :
Vthev = Vsource * ( Zc / (Zc + Za))
Vload = Vthev *Zload / ( Zload + Zthev)
Therefore :
Vload = Vsource *( Zc * Zload) / [ ( Zc+Za)*(Zthev +Zload)]
where Hv(jω) is the coefficient in front of Vsource which will be quite complicated.
How can we calculate its magnitude and phase response ?
Thank you
e.g an AC circuit consisting of an AC source with internal resistance A , capacitor C , inductor L , resistance B (the load) such that :
Zc||(Zb + ZL)
Following the commonly suggested methodology , the equivalent Thevenin impedance would be :
[ (jωL)-(ω*ω*L*C*Za) + Za ] / [ 1 + j*ω*C*Za ]
and the Thevenin Voltage :
Vthev = Vsource * ( Zc / (Zc + Za))
Vload = Vthev *Zload / ( Zload + Zthev)
Therefore :
Vload = Vsource *( Zc * Zload) / [ ( Zc+Za)*(Zthev +Zload)]
where Hv(jω) is the coefficient in front of Vsource which will be quite complicated.
How can we calculate its magnitude and phase response ?
Thank you