If the rain starts at 8:00PM on 10November2015, use Horton's Equation to solve for the infiltration capacity of the soil (mm per hr) at 3:12AM the next day. Given the initial infiltration capacity of the soil is 0.0386 cm per min, the time constant as 0.1018 per hour, and the capacity of soil for final infiltration is 0.6683 cm per hour.
If the rain starts at 8:00PM on 10November2015, use Horton's Equation to solve for the infiltration capacity of the soil (mm per hr) at 3:12AM the next day. Given the initial infiltration capacity of the soil is 0.0386 cm per min, the time constant as 0.1018 per hour, and the capacity of soil for final infiltration is 0.6683 cm per hour.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
![If the rain starts at 8:00PM on
10November2015, use Horton's
Equation to solve for the infiltration
capacity of the soil (mm per hr) at
3:12AM the next day. Given the
initial infiltration capacity of the soil
is 0.0386 cm per min, the time
constant as 0.1018 per hour, and the
capacity of soil for final infiltration is
0.6683 cm per hour.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbd7cfd3e-41de-4305-806e-8b302a445811%2Ff75158eb-fd07-46a5-8620-4ba7a6871e5e%2F01b4f2g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:If the rain starts at 8:00PM on
10November2015, use Horton's
Equation to solve for the infiltration
capacity of the soil (mm per hr) at
3:12AM the next day. Given the
initial infiltration capacity of the soil
is 0.0386 cm per min, the time
constant as 0.1018 per hour, and the
capacity of soil for final infiltration is
0.6683 cm per hour.
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