The parameter in Horton's infiltration equation [f(t)= f + (f-f)e-Kt] are given as, f = 7.62 cm/hour,f = 1.34 cm/hour, f = 1.34 cm/hour and k =4.182/hour. For assumed continuous ponding thecumulative infiltration at the end of 2 hours is

The parameter in Horton's infiltration equation [f(t) = f + (fo-f)e-K] are given as, f = 7.62 cm/hour, = 1.34 cm/hour and k = = 1.34 cm/hour, f 4.182/hour. For assumed continuous ponding the cumulative infiltration at the end of 2 hours is f =

The parameter in Horton's infiltration equation [f(t) = f + (fo-f)e-K] are given as, f = 7.62 cm/hour, = 1.34 cm/hour and k = = 1.34 cm/hour, f 4.182/hour. For assumed continuous ponding the cumulative infiltration at the end of 2 hours is f =

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Question

The parameter in Horton's infiltration equation [f(t)
= f + (f-f)e-Kt] are given as, f = 7.62 cm/hour,
f = 1.34 cm/hour, f = 1.34 cm/hour and k =
4.182/hour. For assumed continuous ponding the
cumulative infiltration at the end of 2 hours is

Expert Solution

Step 1

Given data:-

The given equation is, $f (t) = f_{c} + (f_{0} - f_{c}) e^{- Kt}$

$f_{0} = 7.62 cm / hour f_{c} = 1.34 cm / hour k = 4.182 / hour$

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