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Project II (Part 2) – Filters

Posted September 15, 2009 12:00 AM by Jaxy

The three basic components to any filter include capacitors, resistors, and inductors. Using these components, up to four different kinds of filters can be created. Operational amplifiers are often used in conjunction with filters in order to amplify the output of the filter.

High Pass & Low Pass Filters

As the name suggests, high frequencies in a high pass filter are passed through while cutting off the lower frequencies. The circuit (pictured at right) usually implements an inductor and a resistor, although combinations of a resistor and capacitor are also used. Depending on the values of these components, you can pick the frequency where the lower frequencies begin to get cut off.

Low pass filters are similar to high pass filters except that they block high frequencies while leaving the lower frequencies intact. Usually a capacitor and resistor are used in series with the output of the filter being across the capacitor (see image to left). Changing the values of the capacitor and resistor changes the frequency at which the filter starts eliminating frequencies.

Since inductors are hard to find in stores, I will try not to use them when making the projects. If you have inductors, you can feel free to use them and experiment with them in filter circuits.

Band-Pass & Band-Stop Filters

These filters utilize both the capacitor and the inductor that are sometimes used in conjunction with resistors. Changing the values of the components will change the frequencies at which they are cut or passed. Although, how the capacitor and inductor are placed in the circuit dictates whether a circuit is a band pass or band stop filter.

If the inductor and capacitor appear in parallel to each other, the circuit represents a band-pass filter. The image to the left illustrates the output of a band-pass filter. Notice that frequencies below fL and frequencies above fH are cut. Ideally, none of the frequencies below fL and above fH would be passed through, but in reality, trace amounts of the frequencies end up being passed.

If the inductor and capacitor are in series with each other, the circuit represents a band-stop filter. The output appears opposite of the band-pass filter and cuts out frequencies between fL and fH. If the difference between fL and fH is small, the filter is often referred to as a notch filter.

The next blog entry will focus on calculating capacitor and resistor values and how to filter your music and cut out higher and lower frequencies.

Resources:

http://en.wikipedia.org/wiki/High_pass_filter

http://en.wikipedia.org/wiki/Low-pass_filter

http://en.wikipedia.org/wiki/Band-pass_filter

http://en.wikipedia.org/wiki/Band-stop_filter

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#1

Re: Project II (Part 2) – Filters

09/17/2009 11:44 AM

I have a few significant corrections about band pass and notch filters. For these filters to be constructed, one must also have a resistance. This third element allows for the calculation of the combination of high and low pass filters that constitute the band pass and notch filter. Frequently the series resistance of the real inductor, the load resistance or the voltage source output impedance is used when no apparent resistor exists. For both the notch and band pass filter though, the inductor and capacitor can be either parallel or in series depending on if the pair is passing or shunting the signal. In multiple pole band pass and notch filters the capacitors and inductors will have both series and parallel elements.

You may find a very clever student who will realize that one can also configure a filter with frequency sensitive components (capacitors, inductors) that does not change the frequency response at all, this is known as an all pass filter. All pass filters are used for time (aka phase) correction of the other filters.

Filter design (particularly active filters) can quickly grow beyond the scope of an introduction to electronics class. There are several cryptic problems that one gets when multiple frequency sensitive elements get assembled into one filter network. (What happens when multiple elements of a low pass filter don't start to work at the same frequency?)

Have fun.

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#2
In reply to #1

Re: Project II (Part 2) – Filters

08/12/2010 11:25 AM

redfred

A large part of my working life was involved with group delay networks that had the all pass configuration that you outline but with specified shaped of group delay charactreistics to compensate for group delay which was inserted by other components.

Lots of fun!

Sleepy

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