Continuacion De Ejercicio 2.docx
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Use el anterior script y modifiquelo si es necesario para calcular la magnitud de la transformada de fourier de las siguientes funciones:
SEΓAL 1
FUNCION 0 ππππ 0 < π‘ π₯(π‘) = {2 ππππ 0 β€ π‘ β€ 1} 0 ππππ π‘ > 1
2
π₯(π‘) = π βπ‘ cos(1000ππ‘)
3
0 ππππ 0 < π‘ π‘ ππππ 0 β€ π‘ β€ 1 π₯(π‘) = { } 2 β π‘ ππππ 1 < π‘ < 2 0 ππππ π‘ > 0
1
2
3
SEΓAL 1
FUNCION 0 ππππ 0 < π‘ π₯(π‘) = {2 ππππ 0 β€ π‘ β€ 1} 0 ππππ π‘ > 1
2
π₯(π‘) = π βπ‘ cos(1000ππ‘)
3
0 ππππ 0 < π‘ π‘ ππππ 0 β€ π‘ β€ 1 π₯(π‘) = { } 2 β π‘ ππππ 1 < π‘ < 2 0 ππππ π‘ > 0
1
2
3
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