Seminar Topics & Project Ideas On Computer Science Electronics Electrical Mechanical Engineering Civil MBA Medicine Nursing Science Physics Mathematics Chemistry ppt pdf doc presentation downloads and Abstract

Full Version: Crystal Filters seminar topic
You're currently viewing a stripped down version of our content. View the full version with proper formatting.
Crystal Filters

[attachment=67056]

.What is Crystal Filter?

A Crystal filter incorporates crystals as highly selective tuned circuits in the filter network

2.Why Crystal Filter?

Crystal Filters consume zero DC power, less cost, can have small signal losses while being extremely selective and almost impossible to overload

Advantages and disadvantages of crystal filters?

Advantages of Crystal Filters

Crystal resonators have very high Qs and excellent temperature and aging characteristics. These benefits are translated to the filters so that very narrow bandwidths and highly selective filters can be achieved.

The change of frequency with temperature can be as low as ±20 ppm over a full military (-45 to + 85ºC) temperature range.
The aging of narrow and intermediate band crystal filters is almost solely dependent upon the aging of the crystals themselves. Thus, after proper conditioning, it is possible for the filters to age no more than a fraction of a part-per million per year. This makes crystal filters ideally suited for phase- matched applications.
Because of the high Q values available from the crystals (Qs of up to a million are possible with Qs of 100k being typical) very narrow and very selective filters can be made.

Advantages and disadvantages of crystal filters?

Advantages of Crystal Filters

Bandwidths as narrow as 0.001% are routinely produced.
Filters with shape factors (60/3 dB) of as low as 1.015:1 have been built.

Disadvantages of Crystal Filters

There are two basic problems associated with crystal filters: spurious responses and non-linear drive level responses.

The spurious responses are caused by, inharmonically related, modes of vibration in the crystal. They appear in the filter as narrow responses that degrade whatever band they appear in.
For example, if they appear in the stopband, the attenuation is decreased. but if they appear in the passband they will introduce an unwanted notch. Generally, spurious responses are very narrow and don’t cause a problem unless an unwanted signal appears at their frequency. They have a minimal impact on the overall noise bandwidth.

. Advantages and disadvantages of crystal filters?

The non-linear drive level causes a series of problems.
First it limits the drive level to a maximum of +10 dB with a recommended drive of –10 dBm max.
Unless the crystals are carefully designed and manufactured the Q and frequency can change as a function of drive and the Q could halve as the drive level was changed from –10 to –60 dBm.
Since crystal filters must operate over wide drive level ranges they should be tested over all expected drive conditions.
The non-linear drive condition is the main cause of Intermodulation distortion in crystal filters

.Types of Crystal Filter

Band pass, band reject and notch filters are popular in using crystals for designing

There are Three types of crystal filters

Single crystal filter
Half lattice crystal filter
Ladder Crystal Filter

Types of Crystal Filter

This type of RF filter was developed in 1930s
used in early receivers dating from before the 1960s but is rarely used today
Its response is asymmetric
It is too narrow for most applications
Having a bandwidth of a hundred Hz or less
Schematic here is filter using single crystal
Variable capacitor in the circuit is used to compensate
for the parasitic capacitance in the crystal

4.Types of Crystal Filter

Half lattice Crystal Filter

The response has a small peak at either side of the centre frequency and a small dip in the middle.
Rough rule of thumb it is found that the 3 dB bandwidth of the RF filter is about 1.5 times the frequency difference between the two resonant frequencies.
For optimum performance the matching of the filter is very important.
To achieve matching, matching resistors are often placed on the input and output.
If the filter is not properly matched then it is found that there will be more in-band ripple and the ultimate rejection may not be as good.
A two pole filter (i.e. one with two crystals) is not normally adequate to meet many requirements.
The shape factor can be greatly improved by adding further sections.
Typically ultimate rejections of 70 dB and more are required in a receiver.
As a rough guide a two pole filter will generally give a rejection of around 20 dB; a four pole filter, 50 dB; a six pole filter, 70 dB; and an eight pole one 90 dB

4.Types of Crystal Filter

Crystal Ladder Filter

For many years the half lattice filter was possibly the most popular format used for crystal filters.
More recently the ladder topology has gained considerable acceptance.
In this form of crystal pass band filter all the resonators have the same frequency
Inter-resonator coupling is provided by the capacitors placed between the resonators with the other termination connected to earth.
Schematic diagram of crystal ladder filter

Quartz crystal filter design parameters

Input, output impedance, bandwidth, crystal Q, Shape fact and cutoff
These factors are dependent upon the number of poles (equivalent to the number of crystals), their Q value, and their individual frequencies.
Maximum bandwidth that can be achieved is controlled by the filter impedance and also the spurious responses that are present in the individual quartz crystal elements
The location of the important responses for quartz crystal filters can be controlled by the size of the plates deposited onto the crystals. By making them smaller the responses also become less critical.
This means that the quartz crystal filter will need impedance transformers at the input and the output. The down side of this is that the impedance of the overall quartz crystal filter rises. This obviously needs to be avoided if at all possible, but for wide band filters it is often the only option.
Flat, polished, fundamental, overtone, and inverted mesa crystals can be used in band pass crystal filters.

8.Crystal Filters Applications



Radio communications receiver for IF selectivity
Transponders
Radars
Carrier telephone equipment
Navigation equipment.
A glass filter is an electronic filter that uses quartz crystals for resonators. The quartz crystals are piezoelectric, so their mechanical characteristics can affect electronic circuits. (see mechanical filter). In particular, quartz crystals may exhibit mechanical resonances with a very high Q factor (10,000 to 100,000 and higher - much higher than conventional resonators constructed from inductors and capacitors). Crystal stability and high Q factor allow crystal filters to have precise center frequencies and steep band pass characteristics. The typical attenuation of the glass filter at the band pass is about 2-3dB. Glass filters are commonly used in communication devices such as radio receivers.

A crystal filter is most often found in the intermediate frequency (IF) stages of high quality radio receivers. Cheaper systems can use ceramic filters constructed from ceramic resonators (which also exploit the piezoelectric effect), or tuned LC circuits. The use of a fixed frequency of the FI stage allows using a glass filter because it has a very precise fixed frequency. Very high quality IF filters, called crystal ladder filters, can be constructed using serial crystal matrices.

The most common use of glass filters is at frequencies of 9 MHz or 10.7 MHz to provide selectivity at communications receivers, or at higher frequencies such as a ceiling filter at receivers using upconversion. The quartz crystal cut determines the vibrational frequencies of the crystal, such as the common AT cut used for glass filters designed for radio communications. Quartz cutting also determines certain temperature characteristics of the component, whose quartz has a very high temperature stability.

Ceramic filters tend to be used at 10.7 MHz to provide selectivity in FM broadcast receivers, or at a lower frequency (455 kHz) as the second intermediate frequency filters in a communication receiver. Ceramic filters at 455 kHz can achieve bandwidths similar to crystal filters at 10.7 MHz.

The design concept for the use of quartz crystals as a filtering component was first established by Walter Cady in 1922, but was largely the work of Walter Mason in the late 1920s and early 1930s who devised methods for incorporating crystals into LC lattice filter networks that laid the groundwork for much of the advances in telephone communications. The 1960s glass filter designs allowed the true Chebyshev, Butterworth, and other typical filter characteristics. The design of the crystalline filter continued to improve in the 1970s and 1980s with the development of monolithic polypolar filters, widely used today to provide IF selectivity in communication receivers. Glass filters can today be found in radio communications, telecommunications, signal generation, and GPS devices.