ifelix
Member level 1
Hi,
I'm trying to design a passband filter working in 869MHz centre frequency with a slope that assures 15 dB min. attenuation at 50MHz away from centre frequency.
With a circuit simulator I designed a 3rd order Chebychev filter which could solve my problems. In particular I've made the filter giving to the components standard values because the circuit simulator gives me only ideal theoretical values. But the problem is that when I've introduced a design which takes in account the real components with parasitics and so on I've got a totally different behaviour form my net. There's moreover a big Insertion Loss.
My question is: is it possible to design such a narrowband filter with discrete LC components that gives me an acceptable IL and a slope like the one I need?
I'm trying to design a passband filter working in 869MHz centre frequency with a slope that assures 15 dB min. attenuation at 50MHz away from centre frequency.
With a circuit simulator I designed a 3rd order Chebychev filter which could solve my problems. In particular I've made the filter giving to the components standard values because the circuit simulator gives me only ideal theoretical values. But the problem is that when I've introduced a design which takes in account the real components with parasitics and so on I've got a totally different behaviour form my net. There's moreover a big Insertion Loss.
My question is: is it possible to design such a narrowband filter with discrete LC components that gives me an acceptable IL and a slope like the one I need?