Author Topic: Narrow Bandpass Filter  (Read 3950 times)

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Offline jbushnelTopic starter

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Narrow Bandpass Filter
« on: December 21, 2014, 03:34:37 am »
I wanted to build three narrow bandpass filters using the MFB topology attached below. I am trying to separate 3 different tones that are 225Hz apart each. I think this is do-able, I just need to know what quality factor would be sufficient? Maybe 30? I know the frequencies of each and they don't change so I can get away with a high quality factor. Any advice on how to approach choosing the right quality factor will help!

Also, I need help understanding the gains of these filters... Here is a link to a filter design website and I am not understanding the units:

http://www.analog.com/designtools/en/filterwizard/#/specifications

The drop-down menu shows "V/V," I have also seen "Vu." How does this relate to dB?

Thanks!
 

Offline T3sl4co1l

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Re: Narrow Bandpass Filter
« Reply #1 on: December 21, 2014, 04:35:15 am »
Yeh... 225Hz apart at what frequency band?  It's a lot harder if the fundamental is 225 +/- 0.000225 MHz, and a lot easier if it's 225 +/- 225Hz.

If this is for a digital decoding thing, a LM567 tone decoder (or, I think that's deprecated now, and there's something better to replace it with) might be better.  Or even more application-specific, perhaps there's a pre-made chip, like a DTMF decoder.

There may be other methods, depending on the nature of the signals, phase or harmonic relation if any, etc.  Examples that come to mind: synchronous sampler / peak detector; PLLs (basically, what a tone decoder is*); PLL with frequency multipliers and mixers; tec.

*A tone decoder is basically a PLL with a 'lock' detect signal.  In turn, a PLL is basically a bandpass filter with certain characteristics that make it easier to use, or more powerful, for some purposes.

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Offline tggzzz

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Re: Narrow Bandpass Filter
« Reply #2 on: December 21, 2014, 09:43:51 am »
If you want a really high-Q filter, there's always commutating capacitor filters. I've built Q=4000 filters with 10% components :)
There are lies, damned lies, statistics - and ADC/DAC specs.
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Offline LvW

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Re: Narrow Bandpass Filter
« Reply #3 on: December 21, 2014, 12:24:25 pm »
Perhaps it is wise to consider also other bandpass topologies than MFB?
One reason is, for example, that this structure (EDIT: for large Q values)exhibits a rather large component spread - if compared with some other realization alternatives. 
There are other filter design packages allowing different topologies.
« Last Edit: December 22, 2014, 12:15:42 pm by LvW »
 

Offline jbushnelTopic starter

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Re: Narrow Bandpass Filter
« Reply #4 on: December 21, 2014, 03:47:47 pm »
The frequencies I want to detect are about 3.5kHz, 3.75kHz and 4.0kHz. Nothing as complicated as the MHz range...I am glad you brought up the LM567 though! I was going to use one of those for each frequency but I was not getting the right results. (I have attached the schematic below) I obviously changed the resistor value to the 3K range to get in my frequency range but here is what has been happening... I can get the LED to light up when I am around the tone but It seems as though the output is not stable when other frequencies are present. I am not sure why...

For example, I started to snap into the microphone when the tones occurred(it was on repeat) and my snapping would cut the output signal short and, if I timed my snap right, the LED would not even come on! I honestly don't think it should be doing that. The tone decoder should reject all other noises right?

So I thought if I built three narrow bandpass filters, I could eliminate this problem and get a nice output of the tone decoder for each tone. But if you guys don' think I need to filter everything out, I'm fine with that!
 

Online nctnico

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Re: Narrow Bandpass Filter
« Reply #5 on: December 21, 2014, 03:58:54 pm »
Loud noises could overdrive the filter input signal. However I'd use a small ARM controller and the Goertzel algorithm or a bandpass filter + frequency counter algorithm depending on how accurate the tones need to be detected.
There are small lies, big lies and then there is what is on the screen of your oscilloscope.
 


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