ktx2222
Member level 5

Hi everyone,
I have a question about stability analysis of RF circuit by transfer function. Let's say I derive transfer function of a circuit and get:
H(s)=N(s)/D(s)
D(s) = a*s^2+b*s+c where a, b, c are function of 2 parameters x & y.
N(s) is also quadratic function of s. I think I can neglect N(s) because I just focus on stability.
I will find roots of D(s)=0 are: s1 & s2. Of course, s1 & s2 depend on x & y and may be complex number. To estimate the stability of circuit, I use MATHLAB to plot s1 & s2 on complex plane (variables are x & y). If real(s1) or real(s2) is positive, the circuit will oscillate at those specific x0 & y0.
Am I right? Please help me. Every comment is appreciated.
I have a question about stability analysis of RF circuit by transfer function. Let's say I derive transfer function of a circuit and get:
H(s)=N(s)/D(s)
D(s) = a*s^2+b*s+c where a, b, c are function of 2 parameters x & y.
N(s) is also quadratic function of s. I think I can neglect N(s) because I just focus on stability.
I will find roots of D(s)=0 are: s1 & s2. Of course, s1 & s2 depend on x & y and may be complex number. To estimate the stability of circuit, I use MATHLAB to plot s1 & s2 on complex plane (variables are x & y). If real(s1) or real(s2) is positive, the circuit will oscillate at those specific x0 & y0.
Am I right? Please help me. Every comment is appreciated.