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Signaalitöötluse alused I (LOFY.01.018)
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Mis juhtub Fourier' pöördega, kui signaal on reaalne ja paaris?
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Energiaparameeter Parsevali teoreemist ütleb, et
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Funktsiooni x(t) = rect(t) (laius 1) Fourier' pööre on
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Funktsiooni cos(ω₀ t) Fourier' pööre sisaldab
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Gaussi funktsiooni pööre (exp(-t²)) on
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Funktsiooni x(t) = 1 Fourier' pööre on
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Fourier' pöörde funktsioonid on
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Fourier' pööre teisendab signaali
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Fourier' pöörde paaris- ja paarituse reegel: kui x(t) on paaritu, siis X(ω) on
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Leia signaali x(t) = rect(t/2) Fourier' pööre. rect(t/2) laius on 2. Õige vastus on
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