cuestionario del capitulo 7 de BallouFull description
Descripción: mercadotecnia preguntas lab cap 7
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CAPITULO 7Full description
Descripción: Baez - la luz blanca
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cuestionario del capitulo 7 de BallouDescripción completa
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Descripción: Hoja excel para el sideño de transiciones en canales
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preguntas y temas de analisis, capitulo 7, costos de polimeniDescripción completa
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CAPITULO 4 TRANSICIONES
Se definen como cambios en la sección transversal de los canales. Estos cambios pueden originarse debido a : - Existencia de gradas en el fondo. - Cambios en el ancho del canal.
Para el análisis de transiciones se supone que la pérdida de carga es despreciable. Para una transición transición entre dos secciones 1 y 2 de tipo grada positiva de altura altura "a" se cumple que la ecuación de la energía es:
y que la ecuación de continuidad es:
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Para una transición transición entre dos secciones 1 y 2 de tipo grada negativa de altura altura "a" se cumple que la ecuación de la energía es:
y que la ecuación de continuidad es:
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En la figura siguiente se analiza la variación del tirante de un flujo subcrítico originada por una grada positiva.
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En la figura siguiente se analiza la variación del tirante de un flujo supercrítico originada por una grada positiva.
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En la figura siguiente se analiza la variación del tirante de un flujo subcrítico originada por una grada negativa.
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En la figura siguiente se analiza la variación del tirante de un flujo supercrítico originada por una grada negativa.
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En la Figura siguiente se analizan analizan de manera conjunta los casos de flujo flujo subcrítico y supercrítico en una grada positiva.
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En la Figura siguiente se muestra que para diferentes valores de gasto se obtiene una familia de curvas E-y.
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CAPITULO 5 FUERZA ESPECIFICA DEDUCCION Se realiza el análisis de fuerzas en un volumen de control .
Aplicando la segunda ley de Newton. (1) Si se supone: - Un canal horizontal. ( ϴ =0) - Fricción despreciable. Ff =0 =0
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Así se puede decir que si las las condiciones en un tramo de canal se asemejan a los supuestos planteados se cumplirá que la Fuerza específica se mantiene constante en las secciones que limitan dicho tramo. Dimensionalmente la fuerza especifica es una fuerza por unidad de peso de agua. Al graficar la fuerza especifica (F) en una sección versus el tirante (y) se tiene:
Se observa que para una misma fuerza específica se tienen dos tirantes posibles y1 y y2a los cuales se les llama conjugados.
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SALTO HIDRAULICO Es el paso violento de un régimen supercritico a uno subcritico con gran disipación de energía.
En un salto hidráulico se puede suponer que se cumplen las condiciones de desarrollo de la ecuación de Fuerza Específica. Así se tiene que: F.E 1 = F.E2 Asimismo dado que en el salto salto hidráulico se verifica una gran disipación disipación de energía, se tiene que
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luego de algunas simplificaciones se obtiene que:
De donde luego de posteriores modificaciones se obtiene:
conocida como la ecuación de salto hidráulico para un canal rectangular. Tipos de salto:
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Caída Libre Si al extremo extremo de un canal se se produce una caída como como la mostrada en la siguiente hay un cambio de régimen: se pasa de un movimiento uniforme a un movimiento gradualmente variado, y por último, sobre el plano de la grada hay un movimiento rápidamente variado. En una sección cualquiera ubicada aguas arriba la energía es E . Al desplazarnos hacia la caída la energía específica va disminuyendo hasta llegar a min E , (lo que ocurre teóricamente sobre el plano de la grada y corresponde a condiciones críticas). Sobre la grada el tirante no puede ser menor que el crítico pues esto implicaría un aumento de energía. Sobre la grada la energía es mínima, pero el tirante que hay sobre ella no es el tirante crítico que se obtendría al aplicar las ecuaciones hasta ahora establecidas. Ello se debe a que sobre el plano de la grada el movimiento es rápidamente variado y por lo tanto no es aceptable la suposición de una distribución hidrostática de presiones.
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Problema 2
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CAPITULO 6 FLUJO NO UNIFORME
Es aquel tipo de flujo donde las características hidráulicas (tirante, (tirante, área hidráulica, velocidad, etc) varían a lo largo del tramo. Esta variación puede producirse gradualmente ó rápidamente.
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ECUACION FUNDAMENTAL DEL FLUJO GRADUALMENTE VARIADO
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dy dx
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q 2 .n 2 y
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Trusted by over 1 million members
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Trusted by over 1 million members
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Trusted by over 1 million members
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Trusted by over 1 million members
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Trusted by over 1 million members
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Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.
Trusted by over 1 million members
Try Scribd FREE for 30 days to access over 125 million titles without ads or interruptions! Start Free Trial Cancel Anytime.