The initial infiltration capacity (fo) of a watershed is estimated as 1.3 in./hr, and the time constant is taken to be 0.4 hr -¹, The final infiltration capacity (fc) is 0.2 in./hr. Use Horton's equation to find the infiltration capacity, ƒ [in/hr], at t=30 min and enter it in the answer section.
The initial infiltration capacity (fo) of a watershed is estimated as 1.3 in./hr, and the time constant is taken to be 0.4 hr -¹, The final infiltration capacity (fc) is 0.2 in./hr. Use Horton's equation to find the infiltration capacity, ƒ [in/hr], at t=30 min and enter it in the answer section.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The initial infiltration capacity (fo) of a
watershed is estimated as 1.3 in./hr, and
the time constant is taken to be 0.4 hr -1.
The final infiltration capacity (fc) is 0.2 in./hr.
Use Horton's equation to find the
infiltration capacity, ƒ [in/hr], at t=30
min and enter it in the answer section.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb816de81-d091-4434-aa0d-8a250bb5db6b%2F34fb6934-faea-410f-b536-753e1804f4d8%2F42oc2l_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The initial infiltration capacity (fo) of a
watershed is estimated as 1.3 in./hr, and
the time constant is taken to be 0.4 hr -1.
The final infiltration capacity (fc) is 0.2 in./hr.
Use Horton's equation to find the
infiltration capacity, ƒ [in/hr], at t=30
min and enter it in the answer section.
Expert Solution

Step 1: Introduction and given data.
Initial infiltration curve, fo = 1.3 in/hr
Final infiltration curve, ff = 0.2 in/hr
Time constant, k = 0.4 hr-1
Using Horton's equation determine the infiltration capacity at t = 30min.
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