Sonnet Lite can be used up to 4 ports (16MB memory) and it's absolutely free and it's very easy to use and very efficient for planar structures.
Yeah, possible.. But he can also request a evaluation from NI for Axiem. It's also very accurate and I have used few times for serious designs and it has never belied me on measurements.Sonnet Lite is great, but he will hit the memory limits here. The combination of narrow gap and non-90° lines will need to much memory in Sonnet Lite.
I suppose ADS automatically added the 3D height for the microstrip layout.
In HFSS, the microstrip layout does not have 3D height added automatically unlike the via.
Note that HFSS simulates the PCB with air below and above it, hence the large box enclosing the PCB within
In your post #30 , you did not show the balun phase, S21 and S31
See the layer stackup at post #44
Let me investigate more about the ground layer.
Ok, I have made the balun works.
The real reason is due to the via connectivity to the ground layer.
Do you have a theoretical understanding on why balun needs via ?
I suppose this planar marchand balun works on the concept of EM coupling of two microstrip transmission lines ?
Besides, why arg(S_21) - arg(S_31) alternatives between 180 degrees and -180 degrees ?
The via change the phase in the coupled line (reflection from open end vs. short), so you can't leave them out.
How is this related mathematically to Zin=Z0* [ ZL+j*Z0*tan(theta)] / [ Z0+j*ZL*tan(theta)] ?
Your equation gives the input impedance for a line terminated into ZL. It makes a difference if ZL=0 (via shorting line to ground) or ZL=infinite (open end, via not connected)
is to allow space for isolation circuit between port 2 and port 3. Please advise.
The equation is for a single line (not coupled), theta is the electrical length of the line (S21 phase)Besides, how does the length of the coupled microstrip layout affect the value of theta in the expression ?
The equation is for a single line (not coupled), theta is the electrical length of the line (S21 phase)
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