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Navigation:: Home >> Electronics tutorials >> Radio receiver technology >> this page Radio receiver filter options- summary, tutorial or overview of the basics of radio receiver filter options including LC filter, crystal bandpass filter, mechanical filter, ceramic filter and roofing filter for use in radio communications receivers.
There is a wide variety of different types of RF filter used within superhet radio receivers to provide the main selectivity within the IF stages of the receiver. Some radio receivers will simply use RF filters in their IF stages made up from the tuned transformers (LC filters based on capacitors and inductors) linking the different intermediate frequency stages within the radios or used with an IC in the radio. Other radio receivers may incorporate highly selective crystal filters, whereas others may use mechanical filters (like those used by the Collins Radio Company some years ago) or ceramic filters. Each radio receiver will have its own requirements for its RF filter according to the form of radio communications application for which it will be used. The choice of RF filter will depend upon a variety of parameters including cost, performance frequency of operation and many other elements. Often the choice of RF filter will be a compromise, but with the technology available today, very high levels of performance can be achieved. There is a variety of different types of RF filter that can be used. The main types that are used include the following:
Descriptions of each type of RF filter is given below in more detail LC tuned circuitsThe simplest type of RF filter is an ordinary L-C tuned circuit. In many older radio receivers using discrete semiconductors, or older radio receivers using vacuum tubes they take the form of transformers to couple the individual stages in an IF amplifier chain. Often there are two or three stages with tuned circuits. Using them it is usually possible to achieve sufficient selectivity for a medium wave AM or VHF FM broadcast radio. However for a good quality communications receiver used for professional radio communications systems, it is rarely possible to be able to achieve the required degree of selectivity using just L-C filters. In more modern radios using integrated circuits a single tuned circuit could be used in conjunction with an integrated, as the concept of inter-stage coupling is not employed in the same manner. Typically a ceramic filter, rather than an LC circuit is more likely to be used. If L-C filters were used in a radio using inter-stage transformers then it would be possible to increase the degree of selectivity by increasing the number of tuned circuits between each stage. This is not ideal for a number of reasons. In the first case it increases the difficulty of aligning the set. In addition to this each tuned circuit will introduce a certain amount of loss. Increasing the number of tuned circuits will increase the amount of gain required, sometimes necessitating a further stage of gain. A further disadvantage is that it is not easy to alter the degree of selectivity by switching in additional L-C filters. If this is to be achieved then it is often preferable to switch in a further type of RF filter such as a crystal filter. Crystal FiltersCrystal filters provide the main selectivity in of most of today's high performance radio receivers used for professional radio communications applications. These crystal filters provided exceedingly high degrees of selectivity which are hard to equal in terms of performance and cost. The crystals in the RF filters are made from a substance called quartz. This is basically a form of crystalline silicon. Originally natural deposits were used to manufacture the crystals required for the electronics industry. Now quartz crystals are grown synthetically under controlled conditions to produce very high quality material.
The crystals use the piezo-electric effect for their operation. This effect occurs in a number of substances and it converts a mechanical stress into a voltage and vice versa. Many electrical transducers use the effect converting electrical impulses or signals into mechanical vibrations and vice versa. In quartz crystal resonators the piezo-electric effect is used in conjunction with the mechanical resonances which occur in the substance. The electrical signals passing into the crystal are converted into mechanical vibrations which interact with the resonances of the crystal. In this way the crystal uses the piezo-electric effect to enable the mechanical resonances to tune the electrical signals. These mechanical resonances have exceedingly high Q factors. Many crystals exhibit values of several thousand. This is many orders of magnitude higher than ordinary LC tuned RF filters where values of a hundred or so are considered high. Typically the Q of an LC tuned circuit may be reach values of a few hundred. For quartz crystals values of Q may exceed 100 000. Further details about quartz, its properties and the ways in which crystals are manufactured and used can be found on the Electronic components section of this site - see side menu for the link. The response of a single crystal is too narrow for many applications. Normally an RF filter is required to have a passband, possibly of a few hundred Hertz, or a few kilohertz, and outside this bandwidth, other signals should be totally rejected. While it is not possible to achieve the perfect filter very high degrees of selectivity can be achieved. By adding several crystals together it is possible to obtain the performance that is required. Often crystal filters are referred to as having a certain number of poles. This terminology comes from the filter analysis design process, but effectively there is one crystal in the filter for every pole. A two pole filter (i.e. one with two crystals) is not normally adequate to meet many requirements. The shape factor which is the ratio between the bandwidth where the stopband attenuation starts and the bandwidth of the passband) 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. Monolithic filtersWith more items being integrated onto single chips these days it is hardly surprising to find that a similar approach is being adopted for crystal filters. Instead of having several separate or discrete crystals in an RF filter, even if they are all contained in the same can, it is possible to put a complete filter onto a single quartz crystal, hence the name monolithic crystal filter. In essence the RF filter is made up by placing two sets of electrodes at opposite sides of a single AT cut crystal. The coupling between the two electrodes acts in such a way that a highly selective RF filter is produced. Monolithic filters have only been available since the 1970s. Even now a large number of RF filter manufacturers do not produce them, preferring to use the more traditional filters made from individual crystals. While it had been known for a long while that a two pole filter could be made up on a single crystal, the idea was not developed because the way in which it worked was not understood. After much work, scientists at Bell Laboratories in the USA discovered its mode of operation. Very simply it consists of two acoustically coupled resonators. A monolithic crystal filter consists of a crystal blank onto which two sets of electrodes or plates are placed at opposite ends of the blank. Each set consists of an electrode on either side of the blank. When the electrical signal is placed across one pair of electrodes, the piezo-electric effect converts this into mechanical vibrations. These travel across the crystal to the other electrodes where they are converted back into an electrical signal again. However if the acoustic signal is to travel across the crystal then its frequency must match the resonance of the crystal. Often these RF filters are manufactured for operation below about 30 MHz, because above these frequencies the manufacturing costs tend to rise. However manufacturing techniques are improving all the time it is possible to use them above this. If this is required then the normal way of accomplishing this is to use an overtone mode. This considerably increases the maximum possible frequencies, although the performance is not usually quite as good. Monolithic filters are used in many areas now. They offer better performance than their discrete counterparts and they can be made smaller - a feature which is becoming increasingly important in today's miniaturised electronics industry. The main drawback of these filters is that they require very specialised equipment for their manufacture.
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