A portion of a housing development in shown in the layout below. The maximum velocities of flow in both sewers A and B were determined to be 1 mis The rainfal intensity-duration relationship for the 5-year 24 hour storm is where i intensity (mm/s) and tduration (minutes) (1+20) Housing Ares Park Area Housing Ares A 1.2 ha A-1.2 ba A- 2.5 ha C- 0.45 C- 0.15 C- 0.45 Inlet tine -5.0 ain ! Ialet time 6.0 ai Inlet tine.8 sin MHI MH 2 MH 3 180 m Sewer B 180 m Sewer A Sewer C Given Q- 10xCxixA; (Rational Method Equation) Where Q= Flow (m/s), = intensity (mm/s); A= area (ha) A) Calculate the maximum (desigolflew Omax (in L/s) for sewer Cusing the Rational Method. B) Design sewer C (Dlameter: Sloge) for 5-year 24 hour storm. Assume sewer running full at maximum flow (dmay/D - 1) and ensure that Vris between 0.8 - 2.4 m/s. Calculate velocity.maxand death of fow (dmaxat maximum (design) flow. Assume ng - 0.013 and variable with dept

Structural Analysis
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Chapter2: Loads On Structures
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A portion of a housing development in shown in the layout below. The maximum velocities of flow in both sewers A and B were determined to be 1 m/s.
The rainfall intensity-duration relationship for the 5-year 24 hour storm is
where i = intensity (mm/s) and t =duration (minutes)
(t+20)
Housing Area
Park Area
Housing Area
A - 1.2 ha
A - 1.2 ha
A- 2.5 ha
C - 0.45
C - 0.15
C - 0.45
Inlet time- 5.0 min
Inlet time - 6.0 min
Inlet time-8 min
MH1
МН 2
MH 3
180 m
Sewer B
180 m
Sewer A
Sewer C
Given:
Q= 10xCxixA; (Rational Method Equation)
Where Q = Flow (m³is); i = intensity (mm/s); A = area (ha)
A) Calculate the maximum (design) flow Qmax (in L/s) for sewer C using the Rational Method.
B) Design sewer C (Diameter; Slope) for 5-year 24 hour storm. Assume sewer running full at maximum flow (dmax/D = 1) and ensure that Vf is between 0.8 - 2.4 m/s. Calculate velocity (Vmax). and deoth of flow (dmax) at maximum (design) flow. Assume nf = 0.013 and variable with depth.
Transcribed Image Text:Question 1 10 points Save Answe A portion of a housing development in shown in the layout below. The maximum velocities of flow in both sewers A and B were determined to be 1 m/s. The rainfall intensity-duration relationship for the 5-year 24 hour storm is where i = intensity (mm/s) and t =duration (minutes) (t+20) Housing Area Park Area Housing Area A - 1.2 ha A - 1.2 ha A- 2.5 ha C - 0.45 C - 0.15 C - 0.45 Inlet time- 5.0 min Inlet time - 6.0 min Inlet time-8 min MH1 МН 2 MH 3 180 m Sewer B 180 m Sewer A Sewer C Given: Q= 10xCxixA; (Rational Method Equation) Where Q = Flow (m³is); i = intensity (mm/s); A = area (ha) A) Calculate the maximum (design) flow Qmax (in L/s) for sewer C using the Rational Method. B) Design sewer C (Diameter; Slope) for 5-year 24 hour storm. Assume sewer running full at maximum flow (dmax/D = 1) and ensure that Vf is between 0.8 - 2.4 m/s. Calculate velocity (Vmax). and deoth of flow (dmax) at maximum (design) flow. Assume nf = 0.013 and variable with depth.
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