Alan0354
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For example, using a λ/2 center fed dipole. Zin=73Ω+j42.5Ω where Rr=73Ω. Now if I want to get rid of the reactance, by a parallel cap across the input of the dipole.
\[Y_{in}=\frac {1}{Z_{in}}=\frac {1}{73+j42.5}=0.01023-j0.005956\]
So we parallel a cap with Y_c=+j0.005956 to cancel out the reactance so Yin=0.01023=1/Rin. This gives Rin=97.742
So Rin =97.742Ω, not 73Ω. We know current peak at the input, so what is the Radiation Resistance? If Rr is 73, then what is 97.742 and where is the extra resistance goes?
Thanks
\[Y_{in}=\frac {1}{Z_{in}}=\frac {1}{73+j42.5}=0.01023-j0.005956\]
So we parallel a cap with Y_c=+j0.005956 to cancel out the reactance so Yin=0.01023=1/Rin. This gives Rin=97.742
So Rin =97.742Ω, not 73Ω. We know current peak at the input, so what is the Radiation Resistance? If Rr is 73, then what is 97.742 and where is the extra resistance goes?
Thanks