What is the minimum beam width achievable at 50GHz microwave frequency?

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The discussion centers on the achievable minimum beam width at a frequency of 50GHz in the microwave range. Beam width is influenced by both frequency and the type and size of the antenna, with calculations typically expressed in degrees rather than linear measurements. It is confirmed that beams have a conical shape, spreading out over distance, and are defined by their -3dB (half power) points. An example is provided where a 24GHz signal from a 1-meter diameter dish exhibits a -3dB beamwidth of approximately 4 degrees. Understanding these principles is crucial for optimizing antenna design and performance in microwave applications.
Delta2
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I guess we all know laser beams. I wonder if we can make beams in the microwave frequency range and how the beam width relates to the frequency, e.g what is the minimum beam width we can achieve with a frequeny of 50Ghz.
 
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I can see beam width is expressed in degrees of an angle and not in units of length. So beams have cone shape and not cylindrical shape afterall? Or (I believe that's the case) is it that they have no shape at all, we just "make up" their shape by considering cutoff values in the power of the field?
 
So beams have cone shape and not cylindrical shape afterall?

yes that's correct. Even a well colluminated laser beam will spread out over a distance
a radio signal even more so

a radio signal beamwidth is usually given ( as you saw) in degrees and to its -3dB ( half power) points either side of the beam centreline. Beamwidth is very dependant on frequency and antenna gain
My 24GHz signal from a 1 metre diameter dish has a -3dB beamwidth of about 4 degrees ( ~ 2 deg either side of the centreline)Dave
 
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