A rapid gravity filter operating with an influent concentration C0 of 20 mg/l suspended solids has the clean bed filter coefficient λ = 0.003 mm-1. Given that C = C0e-λz where z is the media depth in mm and C the concentration at that depth: Determine the depth of media required to achieve 90% removal efficiency? (2 marks) Determine the depth required to achieve 99% removal efficiency? (2 marks) Determine the depth required to achieve 99.9% removal efficiency?
A rapid gravity filter operating with an influent concentration C0 of 20 mg/l suspended solids has the clean bed filter coefficient λ = 0.003 mm-1. Given that C = C0e-λz where z is the media depth in mm and C the concentration at that depth: Determine the depth of media required to achieve 90% removal efficiency? (2 marks) Determine the depth required to achieve 99% removal efficiency? (2 marks) Determine the depth required to achieve 99.9% removal efficiency?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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) A rapid gravity filter operating with an influent concentration C0 of 20 mg/l suspended solids has the clean bed filter coefficient λ = 0.003 mm-1. Given that C = C0e-λz where z is the media depth in mm and C the concentration at that depth:
- Determine the depth of media required to achieve 90% removal efficiency?
(2 marks)
- Determine the depth required to achieve 99% removal efficiency?
(2 marks)
Determine the depth required to achieve 99.9% removal efficiency?
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