Fovakis
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If you have placed this cavity filter before LNA, the Noise Figure will be increased by the insertion loss of this cavity filter.Let say the insertion loss is 2 dB, overall Noise Figure of the system will start from 2dB.If you take the other receiving block into account, this Noise Figure will much higher.This is the error you did..
Instead, you should place this cavity filter after LNA since you don't worry about the power levels of interferer signals.( I presume they have low power levels).
Another solution is to design an "Frequency Selective" or "Narrowband LNA".by doing this, out of band interferers will be less disturbing.But there is nothing to do for in-band interferers except digital tricks.
2462 MHz is Channel 11 in WiFi.
There is no RF filter in the world that can help you rejecting a co-channel interferer at the receiver input and let through only the desired signal.
The co-channel interferer rejection can be improved only in the DSP of the digital system.
If you have access to the local WiFi interferer system just change its channel to a different one.
I think that you don't understand what i am saying. I will try again.
BPF filter has better results that cavity. i tried with 2465mhz and 2462mhz with both filter.but the BPF filter with the huge bandwidth had better results.
why is this?
Also about the wifi i don't think that the signals are higher that my desired signal's power which is about -50dBm at the receiver's antenna!
Have you ever measured the insertion losses of these filters ?? BPF may have lower insertion loss compare to cavity.Cavity may have have lost its tuning or something is wrong with this filter??
If you placed the cavity after the LNA then it is likely matching on the cavity. A lot depends on the output impedance transformation from the LNA. In filter design 1+2 does not equal 3. The first pole of the filter is the LNA output match. You may even caused the LNA to become unstable due to the pure reactive loading the cavity will have on the LNA beyond the cavity's nose bandwidth.
The better the unloaded Q to loaded operating Q of the filter elements, the more critical the termination loads are on the filter. In purest terms, a filter input and output impedance is not matched to (in conjugant match terms). A filter is "terminated" or "loaded" with its design impedance, which must existence at least across its two to three db down bandwidth in order not to effect the filter's nose response and loss.
You did not say what the LNA gain was or mixer input noise figure, but try dumping the LNA and just try running the cavity in front of the mixer.
QAM modulation is sensitive to the type of filter you put in the system. If it has too much phase or amplitude non-linearity vs frequency, then the BER will get worse just from the filter itself. You need a narrow filter to reject the interference, but not so narrow that u end up causing intersymbol interference.
With a signal occupied bandwidth of only 20KHz for your 16QAM it is doubtful a filter with a 25 MHz bandwidth, even poorly terminated, will have any impact on variance in group delay across any 20 KHz segment of the cavity filter response.
With a signal occupied bandwidth of only 20KHz for your 16QAM it is doubtful a filter with a 25 MHz bandwidth, even poorly terminated, will have any impact on variance in group delay across any 20 KHz segment of the cavity filter response.
At 2.46 GHz a 25 MHz bandwidth filter is quite respectable and would require filter resonators with very high Q, a.k.a. cavity, likely meaning high quality quarter wave resonators in silver plated cavity cells.
yes i would agree, a 20KHz signa in a 25 MHz bandwidth will not be a problem. But, i wonder then what he means by a "cavity" filter? Is it really a flat 25 MHz bandwidth?
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yes i would agree, a 20KHz signa in a 25 MHz bandwidth will not be a problem. But, i wonder then what he means by a "cavity" filter? Is it really a flat 25 MHz bandwidth?
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