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19.3 Postopek načrtovanja z okensko metodo 135<br />

Tabela 19.2<br />

Osnovne lastnosti okenskih funkcij.<br />

vrsta <strong>okna</strong> m<strong>in</strong>imalno<br />

slabljenje<br />

[dB]<br />

valovitost<br />

prepustnega<br />

pasu [dB]<br />

maksimalno<br />

slabljenje<br />

[dB]<br />

normalizirana šir<strong>in</strong>a<br />

osnovnega snopa ∆Ω/N<br />

okenska funkcija<br />

pravokotno -13 0,7416 21 2π ·0,9/N 1<br />

∣ ∣∣<br />

-21 0,7416 21 2π ·0,9/N 1 − , N = 2M + 1<br />

trikotno ali<br />

Barletovo<br />

( ) 2πn<br />

Hann<strong>in</strong>govo ali -31 0,0546 44 2π ·3,1/N 0,5 + 0,5cos<br />

N<br />

Von Hanovo<br />

( ) 2πn<br />

Hammnigovo -41 0,0194 53 2π ·3,3/N 0,54 + 0,46cos<br />

( ) N<br />

2πn<br />

Blackmanovo -57 0,0017 75 2π ·5,5/N 0,42 + 0,5cos + 0,08cos<br />

N − 1<br />

∣ ∣∣ n<br />

M<br />

( 4πn<br />

N − 1<br />

Kaiserovo 0,0274 50 2π ·2,93/N (β = 4,54)<br />

0,00275 70 2π ·4,32/N (β = 6,76)<br />

0,000275 90 2π ·5,71/N (β = 8,96)<br />

I0(β{1 − [2n/(N − 1)] 2 } 1 /2 )<br />

I0(β)<br />

)<br />

datoteka: signal_C

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