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Problema con implementación en PIC16F684
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[QUOTE="juanma2468, post: 1138218, member: 13928"] Buenas....Primero que nada gracias por la ayuda, siempre viene bien una mirada objetiva desde alguien de afuera, y de la que no se enfrasca con el problema y mira lo que otro no ve. Mi forma de programar se que quizas no es la optimizada, pero bueno, aprendi sólo, a los ponchazos, sin nadie que me explique o diga como hacer tal y cual cosa, asi que siempre fue un prueba y error, pero estoy abierto a las sugerencias para mejorar como bien ustedes me lo marcan. En cuanto a lo de la frecuencia, en eso te paso a explicar por que lo estas viendo mal. Los motores de los autos llevan en el eje del cigüeñal, una rueda fónica como la que muestro a continuación [IMG]https://www.forosdeelectronica.com/data:image/jpeg;base64,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[/IMG] Alli se puede apreciar que cuenta con una serie de dientes (los hay de 36, 60, 44, 40 y tantas variantes como fabricantes haya). Las más comunes acá en Argentina son las de 36 y 60 dientes. En la de 36 dientes como podrán ver en la siguente imagen le falta un diente, eso es lo que utiliza la computadora del auto (ECU) como referencia para ubicar los momentos de disparo de bujias (bobina) e inyectores. [IMG]https://www.forosdeelectronica.com/data:image/jpeg;base64,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[/IMG] Como bien dije tambien los hay de 60 dientes y 2 faltantes 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[/IMG] [ATTACH]150326[/ATTACH] Ahora bien, esto emula sólo la rueda fónica, para modelos de autos viejos, digo viejos en el sentido de aquellos que no traen el CMP (Sensor de posición del árbol de levas o Sensor de fase). Por lo tanto el periodo o frecuencia de la forma de onda arrnaca y termina con el diente faltante y no sólo como un tren de pulsos nada más, por eso es que se veia tan alta frecuencia, era porque analizabas los pulsos, pero en realidad la secuencia arranca con el primer diente y termina con el/los diente/s faltante/s [ATTACH]150327[/ATTACH] Ahí se puede ver donde arranca y donde termina. Espero haberme hecho entender, ahora mirare el código que me adjuntaste, saludos PD: Por [URL="https://issuu.com/fueltechargentina/docs/rueda_f__nica_construcci__n_e_insta"]aqui[/URL] pueden ver un poco de los que les hable rápidamente [/QUOTE]
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Diseño digital
Microcontroladores y sistemas embebidos
Problema con implementación en PIC16F684
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