Chr's
Junior Member level 1

Hi,
iḿ currently work on plyphase filter.
I arrive to trace the correct frequency curve, where the cut-off frequency fit with the theory, but the gain.
I've a difference of 3 dB (more) with the theory.
So my question is:
Like 3dB=√2, when the calculator does the modul of I+jQ, the magnitude of I and this od Q are equal so the addition give twice the magnitude, so when de module is computed may be i've to divide by 2.
Like |I+jQ| =√((I²+Q²)/2)
= √(I²+Q²)/√2
= 20log(√(I²+Q²))-20log(√2)
= 20log(√(I²+Q²))-3
=> and I get my 3dB less and fit with the theory.
If I'm wring, anyone have an idea on the reason of 3dB more compare to the theory ?
Thanks in advance for your help.
iḿ currently work on plyphase filter.
I arrive to trace the correct frequency curve, where the cut-off frequency fit with the theory, but the gain.
I've a difference of 3 dB (more) with the theory.
So my question is:
Like 3dB=√2, when the calculator does the modul of I+jQ, the magnitude of I and this od Q are equal so the addition give twice the magnitude, so when de module is computed may be i've to divide by 2.
Like |I+jQ| =√((I²+Q²)/2)
= √(I²+Q²)/√2
= 20log(√(I²+Q²))-20log(√2)
= 20log(√(I²+Q²))-3
=> and I get my 3dB less and fit with the theory.
If I'm wring, anyone have an idea on the reason of 3dB more compare to the theory ?
Thanks in advance for your help.