Hey all,
I'm doing some impedance matching right now. I'm trying to tweak my Smith Chart readings so I get an exact impedance match. Here's what I'm trying to figure out. I have the following complex number: .04-j.42. Converted to admittance this would be: .224719 - j2.359.
I'm trying to find out what imaginary value I would get to get to an admittance with a real part of 1. In other words, I have .224719 - j2.359 and I want to end up at 1 - jX. How would I calculate the X? My brain is stuck figuring out how to figure out the imaginary part.
According to my Smith Chart estimates, that X is around -j4.95. I know my X should be around that value, but I want to find the exact number.
Can anyone help?
Thanks!
I'm doing some impedance matching right now. I'm trying to tweak my Smith Chart readings so I get an exact impedance match. Here's what I'm trying to figure out. I have the following complex number: .04-j.42. Converted to admittance this would be: .224719 - j2.359.
I'm trying to find out what imaginary value I would get to get to an admittance with a real part of 1. In other words, I have .224719 - j2.359 and I want to end up at 1 - jX. How would I calculate the X? My brain is stuck figuring out how to figure out the imaginary part.
According to my Smith Chart estimates, that X is around -j4.95. I know my X should be around that value, but I want to find the exact number.
Can anyone help?
Thanks!
Facebook
Twitter