LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
UNIVERSIDAD NACIONAL MAYOR DE SAN MARCOS UNIVERSIDAD DEL PERÚ, DECANA DE AMÉRICA
FACULTAD DE INGENIERÍA ELÉCTRICA, ELECTRÓNICA Y TELECOMUNICACIONES APELLIDOS Y NOMBRES
Nº DE MATRÍCULA
Ccoyori Mendoza Mario
16190114
CURSO
TEMA
LAB. PROCESAMIENTO DE SEÑALES DIGITALES
CONVOLUCION Y CORRELACION
INFORME
FECHA
FINAL
NOTA
REALIZACIÓN
ENTREGA
31/06/19
13/06/19
NÚMERO 4
GRUPO
PROFESOR
GRUPO HORARIO: VIERNES DE 8-10PM G15
OPORTO
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
EXPERIENCIA 4 CONVOLUCION Y CORRELACION I.
OBJETIVOS a) Analizar y comprobar las diversas propiedades y utilidad de la convolución y de la correlación y experimentar con diversas señales.
II. EQUIPOS Y MATERIALES Computador con Matlab
III. MARCO TEORICO/INFORME PREVIO Presentar los conceptos fundamentales del tema.
VI. PROCEDIMIENTO REVERBERACION a) Es la suma total de reflexiones del sonido que recibe y escucha un oyente en diferentes momentos de tiempo. b) Auditiva Auditivamente mente se caracteriza caracteriza por una “cola” “cola” o prolongación prolongación del del sonido original c) En realidad, son ecos, pero tan próximos que el oyente oyente no los distingue por separado. d) Para que los ecos no sean distinguibles del sonido original, el retardo debe ser menor a 0.1s.
01. Se tienen dos salas. La primera con reverberación y la segunda con reverberación y eco. Si se conoce la respuesta al impulso para ambos casos, hallar como sonaría cierto mensaje pronunciado en cada c ada sala.
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
Grafica 1
02. Agregue código al programa anterior para visualizar las señales del mensaje escuchadas con reverberación y con reverberación y eco.
Código en Matlab
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UNMSM – F F I E E
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03. Se tiene información, en una grabación WAV, WAV, de la respuesta al impulso de la Basílica de Foligno, en Italia. Realice un script para simular como se escucharían otros sonidos en dicho ambiente. Pruebe con los siguientes sonidos: WEBWER22.WAV Melodía Mi_Voz.WAV Una grabación suya FOLIP-12.WAV Respuesta al impulso de la basílica Grafique todas las ondas de interés: Respuesta al impulso de la Basílica Sonidos originales -
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Código de script: GRABAR AUDIO
Código del EJERCICIO 3
UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Grafica
UNMSM – F F I E E
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UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
SEÑALES BASICAS 4. Genere las señales básicas. Codigo en matlab
Grafica 2
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Codigo en matlab
Grafica 3
UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Codigo en matlab
Grafica 4
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
5. Modifique para iniciar las secuencias en n = 0.
Codigo en matlab
Grafica 5
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Codigo en matlab
Grafica 6
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Codigo en matlab
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UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
6. Genere las señales básicas (segunda forma).
Codigo en matlab
Grafica 8
UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
07.Se presentan dos scripts para convolucionar señales. SCRIPT 1
Codigo en matlab SCRIPT 1
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Codigo en matlab SCRIPT 2
UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
a) Indique las diferencias y parecidos entre ambas formas La diferencia es que en el primero es una señal en tiempo discreto y la 2da es una señal en tiempo continuo además ambas señales están siendo convolucionadas por un impulso lo cual nos daría la misma señal al realizarse esta operación sin embargo en la primera parte está desplazado el impulso por lo que la señal final, después de la convolución está desplazada mientras que en el 2do caso se mantiene igual.
b) Dados el dominio de las dos señales a convolucionar, determine una expresión para el dominio resultante. Verifique. c) ¿Es conmutativa la convolución? d) Convolucione:
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Grafica 11
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Grafica 13
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Código en matlab
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
e) La respuest0a al impulso de un sistema discreto lineal e invariante en el tiempo es h[n]. ¿Qué respuesta tendrá este sistema si se le aplica la señal x[n] definida a continuación?
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
Código en matlab
UNMSM – F F I E E
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LAB. PROCESAMIE PROCESAMIE NTO DE SEÑALE S DIGI TALES
UNMSM – F F I E E
9. Defina las señales: Señal 1 Señal de duración “larga” (unos 10s o más) en la cual exista una sección o pulso con
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