A type of reflector which has a reflecting surface having the shape of a paraboloid that is used to collect and re-radiated the electromagnetic energy is known as Parabolic Reflector. It is regarded as the simplest and popular form of reflector antenna.
These are known as microwave antennas as exhibit a wide range of use at microwave frequencies in terms of communication.
The operating range offered by it is generally above 1 MHz. Thus, shows suitability in radio and wireless applications.
As this antenna possesses the shape of a paraboloid thus exhibits the properties of a parabola.
Content: Parabolic Reflector
- Working Principle
- Design Consideration
- Radiation Pattern
We have already discussed in our previous article of reflector antenna that energy from the feed element when strikes the polished surface then it is re-radiated in a particular direction.
The parabolic reflector is sometimes referred as a dish antenna and its distinctive shape offers high gain and narrow bandwidth.
It is regarded as a reflective device that is used both at transmitting as well as receiving antenna.
Basically, it transforms the plane wave from the axis towards the focus into the spherical wave. While the spherical wave from a point source present at focus is transformed into the plane wave and is parallelly propagated along the axis.
More simply, it can be said that, at the transmitting end, the signal from the feed is focused towards the parabola. This implies that wave emerging from the feed strikes the parabolic reflector and from here it is further reflected as collimated wavefront in the desired direction.
While at the receiving end, the electromagnetic wave from the transmitting antenna when reaches the reflector antenna, then is converted into the spherical wave and is further directed to change to electrical form which is required at the respective circuit.
- A noteworthy point over here is that the bandwidth of the reflector antenna is dependent on the bandwidth of the feed antenna rather than the reflector itself.
What is a parabola?
A parabola is regarded as a two-dimensional plane curve. While a reflector antenna must possess a three-dimensional structure.
Thus, to form a parabolic reflector, a parabola is rotated about its axis. After rotating the parabola about its axis, a paraboloid is generated. This paraboloid acts as a parabolic reflector.
The feed is located at point F, which is referred as the focus.
As the opening of the paraboloid is circular therefore, it produces a beam of the circular cross-section.
Working Principle of Parabolic Reflector
Consider having a parabolic reflector in receiving mode and where the feed element is present at the focus. The crucial function of the parabolic reflector is to change the spherical wave into a plane wave.
So, at the focus when a feed antenna is placed which is nothing but an isotropic source then the waves are emitted from the source.
Thus, the waves emitted from the source, incident on the surface of the reflector and are further reflected back as a plane wave of circular cross-section. This is represented below:
As we can see clearly in the above figure that the waves from the feed incidents at different points on the parabolic surface. However, all the waves after reflection are collimated and the plane waves travel in the direction parallel to the axis.
- It is to be noted here that, if there is any deviation of the surface of the reflector from an actual paraboloid then it must not be more than some fraction of wavelength.
Thus, all the collimated waves from the reflecting surface have equal path length i.e., twice the focal length with a similar phase.
We have already discussed that reflector helps to eliminate the direct radiation from the source. But while designing a parabolic reflector the point of focus where the feed is present is to be decided carefully.
This is so because if:
- The focus is present inside the aperture i.e., the focal length is very small then it will be difficult to provide adequate uniform aperture to the source.
- The focal length is quite large i.e., the focus is far beyond the aperture, then it will cause difficulty in focusing the radiation from source to the surface.
Now, the question arises, where should be the focus present in the arrangement?
So, basically, the arrangement that provides the highest gain from the reflecting surface is the one in which focus is present in the plane of the aperture.
For the focal point in the plane of aperture, the focal length offered by the geometry of parabola is one-fourth of the diameter of the aperture.
A noteworthy point over here is that practically, there is not at all complete uniformity in the illumination. This is so because, it relies on the method through which the paraboloid is fed thus there is generally, tapering towards the outside edge.
Radiation Pattern of Parabolic Reflector
The figure shown below represents the radiation pattern of a paraboloid:
- The use of parabolic reflectors reduces minor lobes.
- It offers high gain and directivity.
- The amount of power wastage is comparatively less than other antennas.
- It provides flexibility in positioning the feed element.
- The use of parabolic reflector helps to provide easy beam adjustment.
- The size of the structure quite large.
- The overall cost of the system is high.
- The small element of paraboloid causes some amount of power obstruction.
It is to be noted here that some disadvantages are also associated with the primary element present in the path of the reflected wave. These are as follows:
- The waves coming out from the parabola towards the primary antenna causes interaction and mismatching.
- The presence of a primary element in the path of radiation causes blockage in the central part of the aperture, thus supports more minor lobes.
Applications of Parabolic Reflector
The high directive gain offered by these antennas makes it suitable for various applications like:
- Satellite communication
- TV signal broadcasting
- Wireless communication
- Radio astronomy
- Parabolic microphones and
- Lighting devices such as car headlights, etc.
Thus, this is all about the parabolic reflector antenna.