Enter Attenuation and Zo to solve for R1 and R2
R1 = Z0 * ((10 ^ (dB / 20) - 1) / (10 ^ (dB / 20) + 1)) R2 = 2 * Z0 * (10 ^ (dB / 20) / (10 ^ (dB / 10) - 1))
R1 = Z0 * ((10 ^ (dB / 20) + 1) / (10 ^ (dB / 20) - 1)) R2 = (Z0/2) * (10 ^ (dB / 10) - 1) / (10 ^ (dB / 20))
R1 = Z0 * (10 ^ (dB / 20) - 1) R2 = Z0 / (10 ^ (dB / 20) - 1)
R1 = Zo * ((10 ^ (dB / 20) - 1) / (10 ^ (dB / 20) + 1)) for R1 < Zo R1 = Zo * ((10 ^ (dB / 20) + 1) / (10 ^ (dB / 20) - 1)) for R1 > Zo
Enter Attenuation and Zo to solve for R1
R1 = Zo * (1 / (10 ^ (dB / 20) - 1) )