So, if we're given the circuit below: 
Known values are:
\$E_g=35 \ kV\$
\$f=685 \ kHz\$
\$\underline{Z}_g=150 \ \Omega\$
\$\underline{Z}_p=(200-j300) \ \Omega\$
We have to calculate \$L\$ and \$C\$ to maximize the power transfer to the load \$\underline{Z}_p\$.
Aside from the impedance matching condition: \$Z_p=Z_g^*\$, is there anything else that can help me solve this circuit?
No comments:
Post a Comment