clases sistemas simples de tuberias
DESCRIPTION
CLASESDE SISTEMAS DE TUBEIRAS Y CANALES DESDE HVCATRANSCRIPT
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Una vez que se saben hacer los cálculos de una tubería, se saben hacer los de todas; pero cuando los sistemas tiene varias, hay que tener en cuenta ciertas reglas para facilitar los cálculos. El parecido entre estas reglas y las de los circuitos eléctricos no es en absoluto simple coincidencia.
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En los casos 1 y 2 existen perdidas por fricción y perdidas localizadas
Para los casos de tuberías en serie como en el caso 1 las tuberías V2 y V3 son proporcionales a V1
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En el segundo sistema de tuberías (tuberías en paralelo), Las perdidas son las mismas para todos los tubos, y el caudal total es la suma de todos los caudales individuales.
Si se conoce la pérdida de carga total, es muy sencillo calcular el Qi en cada tubo y resumir ellos. El problema inverso, dado la ∑Qi calcular hf, requiere iteración. Pues a que determinar como se divide el caudal entre las distintas ramas, En cada tubería hf viene dado por la relación.
Por tanto, cada tubería tiene una resistencia no lineal cuadrática y la perdida de carga esta relacionada con el caudal total por la ecuación.
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• P no esta encima ni debajo de todos los reservorios se encuentra en un punto entre estos.
• Se debe de considerar la ecuación de continuidad en estos estanques.
• Para definir la dirección del flujo de los ramales se debe de considerar la cota p igual ala del estanque de menor altura.
• En este tipo de ejercicios se trabaja con cotas piezometricas, por lo cual Z corresponde a ese valor
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Considere el tercer ejemplo de una unión de tubería de tres reservorio, como en la figura. 6.24c. Si todo los flujos se consideran positivas hacia la unión, entonces
Lo que obviamente implica que uno o dos de los flujos debe ir en sentido inverso de la unión. Las variaciones de presión deben ser tales que la presión estática Pj en a unión debe de ser única. En otras palabras, dejar que la HGL en la unión tienen un único valor.
donde Pj es por simplicidad, la presión manométrica en ese punto. Entonces la pérdida de carga a través de cada rama, suponiendo que p1= p2= p3= 0 (manométrica) en cada superficie de depósito, debe ser tal que
Suponemos un valores para hj y hallamos V1, V2, y V3 y por lo tanto Q1, Q2, y Q3, iterando hasta que se cumpla la ecuación de la suma de caudales.
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