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Aplicando la Ley de Darcy

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Aplicando la Ley de Darcy

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Actividad interactiva para calcular el gradiente hidráulico y el caudal en un suelo saturado usando la Ley de Darcy. Asignatura: Mecánica de Suelos.

Created by

oscar moreno
oscar moreno
Colombia

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Aplicando la Ley de Darcy
 

Aplicando la Ley de DarcyOnline version

Actividad interactiva para calcular el gradiente hidráulico y el caudal en un suelo saturado usando la Ley de Darcy. Asignatura: Mecánica de Suelos.

by oscar moreno
1

¿Cuál es la función del gradiente hidráulico (i) en la Ley de Darcy?

2

Con los datos del problema, calcula el gradiente hidráulico (i): • Diferencia de carga hidráulica: Δh = 0,80 m • Longitud del camino de flujo: L = 4,00 m ¿Cuál es el valor de i?

3

Teniendo en cuenta Q = k · i · A, si se duplica la conductividad hidráulica (k) manteniendo i y A constantes, ¿qué ocurre con el caudal Q?

4

Con todos los datos, calcula el caudal Q (Ley de Darcy): • k = 2,5 × 10⁻³ m/s • i = 0,20 • A = 0,05 m² ¿Cuál es el valor de Q?

Explicación

Retroalimentación: El gradiente hidráulico (i = Δh / L) representa la pérdida de carga por unidad de longitud. Es la «pendiente» de energía que impulsa el agua a través del suelo. Sin diferencia de energía, no hay flujo.

Retroalimentación: Aplicando i = Δh / L: i = 0,80 m ÷ 4,00 m = 0,20. Muchos errores ocurren al invertir la fracción o confundir las unidades.

Retroalimentación: Q = k · i · A es una relación lineal. Si k se multiplica por 2 y los demás factores permanecen constantes, Q también se multiplica por 2.

Retroalimentación: Q = k · i · A = (2,5×10⁻³) × (0,20) × (0,05) = 2,50 × 10⁻⁵ m³/s. Recuerda operar primero k×i, y luego multiplicar por A.

 
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