Exercise: Calculate the maximum directivity of an antenna with a radiation intensity U = M· sin 0. (Answer. Dmax = 4/n = 1.27 ) Directivity in terms of relative radiation intensity U(0,4). U(0,9) = M U(0,4) U dn = M. || U(0,9) sin e dodo 4 U(0,9) D(8,4) = 47 = 4n M U(0,4)/M U(e.9) sin 0 dedq 00 2n n Dmax = 47 / U(0,p) sine dedo 00

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Exercise:
Calculate the maximum directivity of an antenna with a radiation intensity U = M sin 0.
(Answer. Dmax = 4/T = 1.27 )
Directivity in terms of relative radiation intensity U(0,4).
2n n
U(0,9) = M U(0,)
U dn = M.
|| U(0, 9) sin 0 dedo
00
U(0,9)
D(0,9) = 47
= 4n M U(0, q)/M. U(0,p) sin 0 dedo
00
2n n
Dmax = 4n
U(0, 9) sin 0 d@dp
00
Transcribed Image Text:Exercise: Calculate the maximum directivity of an antenna with a radiation intensity U = M sin 0. (Answer. Dmax = 4/T = 1.27 ) Directivity in terms of relative radiation intensity U(0,4). 2n n U(0,9) = M U(0,) U dn = M. || U(0, 9) sin 0 dedo 00 U(0,9) D(0,9) = 47 = 4n M U(0, q)/M. U(0,p) sin 0 dedo 00 2n n Dmax = 4n U(0, 9) sin 0 d@dp 00
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