3 types:
1.electromagentic waveguides
2.optical waveguides
3.acoustic waveguides
I size of the object is comparable to wavelength, it will cause error. In high frequency wavelength is very low. So small-small objects will also cause interference, thereby increasing attenuation. Waveguides are hollow metals. Thus wave does not go out and stay inside. Metals does not cause any attenuation. Propagation of EM wave in waveguide is similar to light in optical fiber.
types of multiplexers?
circular is easy to manufacture than rectangular As the name indicates the circular is circular in shape and rectangular is rectangular in shape its uses same modes that is Te and Tm I know this much only hope this helped u little bit atleast A: In principle waveguides act as the equivalent of wires for high frequency circuits. For such applications, it is desired to operate waveguides with only one mode propagating inside of the waveguide. With rectangular waveguides, it is possible to design the waveguide such that the frequency band over which only one mode propagates is as high as 2:1 (i.e. the ratio of the upper band edge to lower band edge is 2). With circular waveguides, the highest possible band width allowing only a single mode to propagate is only 1.3601:1. I found it on Wikileaks.
the types of statore are compressor, gas turbine, turboprop, and jet engine
MANIK
waveguides are used instead of coax because at the high microwave frequencies coax would radiate the signal right through its shield. waveguides do not replace antennas.
A waveguide is a structure that guides waves, such as electromagnetic waves or sound waves. There are different types of waveguides for each type of wave.
A waveguide is a structure which guides waves, such as electromagnetic waves or sound waves. There are different types of waveguide for each type of wave. The original and most common meaning is a hollow conductive metal pipe used to carry high frequency radio waves, particularly microwaves.Waveguides differ in their geometry which can confine energy in one dimension such as in slab waveguides or two dimensions as in fiber or channel waveguides. In addition, different waveguides are needed to guide different frequencies: an optical fiber guiding light (high frequency) will not guide microwaves (which have a much lower frequency). As a rule of thumb, the width of a waveguide needs to be of the same order of magnitude as the wavelength of the guided wave.
Circular waveguides are commonly used in various applications such as microwave communication systems, radar systems, and satellite communications. They are also used in medical imaging technologies like MRI machines and in industrial applications for non-destructive testing using electromagnetic waves. Circular waveguides are preferred over rectangular waveguides in high-frequency applications due to their ability to carry higher power levels with lower losses.
How can the use of waveguides running from the antenna down the radio tower to the radio equipment be avoided? give two solutions to this problem
E. Argence has written: 'Theory of waveguides and cavity resonators'
Optical communication through waveguides involves the transmission of light signals along a structured medium, typically made from glass or plastic. These waveguides confine light within their boundaries using total internal reflection, allowing for efficient signal propagation over long distances with minimal loss. This technology is fundamental in fiber optic communication systems, enabling high-speed data transfer for telecommunications and internet services. Waveguides can vary in design, including fibers and integrated photonic circuits, each tailored for specific applications.
The effective refractive index in optical waveguides determines how light propagates through the waveguide. It helps in understanding the speed and direction of light within the waveguide, which is crucial for designing and optimizing optical communication systems.
The fundamental mode in circular waveguides is the TE11 mode, which is characterized by having one half-wave variation along the radius and one full-wave variation along the circumference of the waveguide. It is the lowest order mode that can propagate in a circular waveguide.
It is a waveguide that is circular. Circular waveguides have modes that are described in terms of Bessel functions instead of the sines/cosines used for rectangular waveguides. The disadvantage is that the two lowest modes have cutoff frequencies spaced by less than an octave. Circular waveguides are used for rotating joints, for example in radar. The H01 mode in circular waveguide was used as a low-loss mode for transmitting signals over distance, but this technique has been replaced by fibre-optic cables.
A. N. Kondratenko has written: 'Plazmennye volnovody' -- subject(s): Plasma waveguides
a=Power lost per unit length/2 x power transmitted