punto 22. sobre el grafico de la figura 4.5.1.b. de HIDROLOGIA APLICADA; Ven Te Chow, pagina 107, determinar las cargas totales h1 y h2, para z=2,0 m y otro valor de su eleccion, entre 2,40 m y 3,0 m. interpolando, y determinar la velocidad aparente o campo de flujo de Darcy del agua entre estas dos profundidades. calcular el caudal real de agua semanal, entre las dos profundidades, si el area de recarga es de 2,0 Ha. y hallar el volumen total neto de agua, en m3 que circulo hacia abajo en las 14 semanas. elaborar las graficas de (h1-h2), Ky q Vs t (semanas), asi como la de Vs K. interpretar los resultados obtenidos a traves de las graficas.

SOLUCIN

z1=200cmz2=240cmArea=2 Ha =20000m^2

Semh1 a 200 (cm)h2 a 240 (cm) a 200 (cm) a 240 (cm)mediaK (cm/dia)h1-h2 (cm)q (cm/dia)q (m/dia)Caudal (m^3/sem)

1-250-260-50-20-350.13810-0.0345-0.0003-48.30860.012-253-265-53-25-390.11012-0.0330-0.0003-46.13630.0123-255-270-55-30-42.50.09215-0.0344-0.0003-48.10590.0154-260-270-60-30-450.08110-0.0203-0.0002-28.42690.015-258-270-58-30-440.08512-0.0255-0.0003-35.76880.0126-248-265-48-25-36.50.12617-0.0537-0.0005-75.16560.0177-240-255-40-15-27.50.23015-0.0861-0.0009-120.53340.0158-249-265-49-25-370.12316-0.0491-0.0005-68.74200.0169-255-270-55-30-42.50.09215-0.0344-0.0003-48.10590.01510-265-275-65-35-500.06510-0.0163-0.0002-22.76050.0111-270-280-70-40-550.05310-0.0133-0.0001-18.61410.0112-275-285-75-45-600.04410-0.0111-0.0001-15.49210.0113-280-290-80-50-650.03710-0.0093-0.0001-13.08460.0114-285-300-85-60-72.50.03015-0.0111-0.0001-15.58780.015-0.4320-0.0043-604.8326

pto 57. Utilizar el mtodo de Green-Ampt para evaluar la tasa de infiltracin y la profundidad de infiltracin acumulada para un suelo seleccionado arbitrariamente de la tabla 4.3.1, pag 117, en intervalos de 0,1 horas desde el principio de infiltracin y hasta un tiempo de 4 horas. Suponer una saturacin efectiva inicial del 20% y encharcamiento continuo. Elaborar curvas f y F vs. tiempo y la curva de f vs. F.

SOLUCINDe la tabla 4.3.1 de HIDROLOGIA APLICADA; Ven Te Chow, pag 117 , se va a considerar como suelo de estudio una arcilla limosa, ya que es un suelo comun en el entorno en el que nos encontramos, de acuerdo a esto y asumiendo ho=20 se va a trabajar con los siguientes parametros:

ho=20=29.22cmSe=0.2(-ho)=9.22cm=0.479K=0.05cm/he=0.423tiempo (h)F (cm)
Moni: Moni:infiltraciiion acumuladaf (cm/h)=0.338400.04960359463.1949817572tiempo0=3.1200480.10.05460359462.906998724F inicialf 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pto 66. calcular la infiltracion acumulada y la tasa de infiltracion, metod de Green & Ampt, para un perodo de lluvia de 6 horas, en intervalos de 0.25 h, para el mismo suelo del punto anterior, con una saturacion efectiva inicial del 20%, si la intensidad de la lluvia, constante es de 1.5 cm/h

SOLUCION

ho=1.5Se=0.2=0.479e=0.423=29.22cm(-ho)=27.72cmK=0.05cm/h=0.3384=9.380448

Tiempo (horas)F (cm)
Moni: Moni:infiltraciiion acumuladaf (cm/h)
Moni: Moni:tasa de infiltracion

09.4304480.09973490120.259.4429480.09966906520.59.4554480.09960340320.759.4679480.099537914719.4804480.09947259881.259.4929480.09940745491.59.5054480.09934248231.759.5179480.099277680429.5304480.09921304852.259.5429480.0991485862.59.5554480.0990842922.759.5679480.099020166139.5804480.09895620753.259.5929480.09889241563.59.6054480.09882878973.759.6179480.098765329249.6304480.09870203344.259.6429480.09863890174.59.6554480.09857593354.759.6679480.098513128159.6804480.09845048495.259.6929480.09838800335.59.7054480.09832568265.759.7179480.098263522369.7304480.0982015217

iteracionesk0.05t13.12Ff0.050.09960358850.09960358850.14804675190.14804675190.19464158090.19464158090.23881146620.23881146620.28011303930.28011303930.31824410950.31824410950.35303906660.35303906660.38445470410.38445470410.41255002150.41255002150.43746342140.43746342140.4593900730.4593900730.47856136980.47856136980.49522757020.49522757020.50964402670.50964402670.52206092150.52206092150.53271612530.53271612530.54183066280.54183066280.54960622910.54960622910.55622424310.55622424310.56184599250.56184599250.56661350930.56661350930.57065089450.57065089450.57406588470.57406588470.57695151210.57695151210.57938775520.57938775520.58144311760.58144311760.58317609350.58317609350.58463650220.58463650220.58586668320.58586668320.58690255470.58690255470.58777454180.58777454180.5885083834