Problema Hardy Cross

download Problema Hardy Cross

of 2

description

Ejemplo del método de Hardy Cross aplicado en redes cerradas de tuberías

Transcript of Problema Hardy Cross

  • PROBLEMA 01 (MTODO DE HARDY CROSS)

    Para la red mostrada en la figura calcular el caudal en cada ramal. Considerar CH = 100 para todas las tuberas.

    1 Suponemos la distribucin de caudales:

    2 Tabulamos nuestros calculos en la tabla siguiente:

    L CH D K hfo hfo hfo/Qo hfo/Qo (hfo/Qo) Qkm pulg (valor absoluto)

    BN 0.60 100.00 6.00 + 70.00 0.03367 87.22 1.25 1.25

    NM 0.60 100.00 6.00 - 20.00 0.03367 -8.59 -0.43 0.43

    MB 0.50 100.00 8.00 - 130.00 0.00692 -56.35 22.28 -0.43 0.43 2.11 -6

    CM 0.70 100.00 8.00 - 110.00 0.00969 -57.91 -0.53 0.53

    MN 0.50 100.00 6.00 + 20.00 0.02806 7.16 0.36 0.36

    NC 0.60 100.00 8.00 + 90.00 0.00830 34.24 -16.51 0.38 0.38 1.26 7

    I

    II

    Circuito TramoQol/s

  • L CH D K hf hf hfo/Q hf/Q (hf/Q) Q

    km pulg (valor absoluto)

    BN 0.60 100.00 6.00 + 64.00 0.03367 73.90 1.15 1.15

    NM 0.60 100.00 6.00 - 33.00 0.03367 -21.70 -0.66 0.66

    MB 0.50 100.00 8.00 - 136.00 0.00692 -61.25 -9.05 -0.45 0.45 2.26 2

    CM 0.70 100.00 8.00 - 103.00 0.00969 -51.28 -0.50 0.50

    MN 0.50 100.00 6.00 + 33.00 0.02806 18.08 0.55 0.55

    NC 0.60 100.00 8.00 + 97.00 0.00830 39.33 6.14 0.41 0.41 1.45 -2

    L CH D K hf hf hfo/Q hf/Q (hf/Q) Q

    km pulg (valor absoluto)

    BN 0.60 100.00 6.00 + 66.00 0.03367 78.23 1.19 1.19

    NM 0.60 100.00 6.00 - 31.00 0.03367 -19.33 -0.62 0.62

    MB 0.50 100.00 8.00 - 134.00 0.00692 -59.59 -0.70 -0.44 0.44 2.25 0

    CM 0.70 100.00 8.00 - 105.00 0.00969 -53.14 -0.51 0.51

    MN 0.50 100.00 6.00 + 29.00 0.02806 14.24 0.49 0.49

    NC 0.60 100.00 8.00 + 95.00 0.00830 37.85 -1.05 0.40 0.40 1.40 0

    II

    Circuito TramoQ

    l/s

    I

    II

    Circuito TramoQ

    l/s

    I