The infiltration rate for excess rain on a small area was observed to be 4.5 in/hr at the beginning of rain, and it decreases exponentially toward an equilibrium of 0.5 in/hr. A total of 30 inch of water infiltrated during a 10-hr interval. Determine the value of infiltrate rate constant (k) in Horton's equation.
The infiltration rate for excess rain on a small area was observed to be 4.5 in/hr at the beginning of rain, and it decreases exponentially toward an equilibrium of 0.5 in/hr. A total of 30 inch of water infiltrated during a 10-hr interval. Determine the value of infiltrate rate constant (k) in Horton's equation.
Chapter2: Loads On Structures
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![The infiltration rate for excess rain on a small area was observed to be 4.5 in/hr at the beginning
of rain, and it decreases exponentially toward an equilibrium of 0.5 in/hr. A total of 30 inch of
water infiltrated during a 10-hr interval. Determine the value of infiltrate rate constant (k) in
Horton's equation.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc02cea10-2b20-4726-bfe2-8f9101f448fb%2Fbfc6fd2a-3d77-4c70-99fa-bd3ac077292b%2Fnisucbs_processed.png&w=3840&q=75)
Transcribed Image Text:The infiltration rate for excess rain on a small area was observed to be 4.5 in/hr at the beginning
of rain, and it decreases exponentially toward an equilibrium of 0.5 in/hr. A total of 30 inch of
water infiltrated during a 10-hr interval. Determine the value of infiltrate rate constant (k) in
Horton's equation.
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