Give proper explanation for the selected option
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
Give proper explanation for the selected option
![Select the TRUE response.
With increasing flow rate the frtiction factor of a given pipe decreases for hydraulically fully rough turbulent flows.
Ob. With increasing flow rate the friction factor of a given pipe increases for hydraulically fully rough turbulent flows.
Oc. For hydraulically fully rough turbulent flows the friction factor is independent of the flow rate.
What is a Neumann boundary condition?
O a. A known flow (flux) across a boundary.
O b. A fixed hydraulic head on the boundary.
Oc A boundary with no hydraulic head.
O d. A boundary where the hydraulic head is zero.
In a steady state 2-dimensional finite difference groundwater modelling scheme with Ay = Ax what does the discretised solution to the Laplace equation for a
particular cell represent?
O a. Fluxes of groundwater into and out of the cell.
O b. The distribution of vertical gradients across the cell boundaries
Oc The average head distribution of the 4 neighbouring cells
O d. The change in groundwater storage.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F58d9e06a-e0dc-443f-a106-642afc8e3660%2Fc1aba338-11ca-4536-9019-986161463feb%2F687k7df_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Select the TRUE response.
With increasing flow rate the frtiction factor of a given pipe decreases for hydraulically fully rough turbulent flows.
Ob. With increasing flow rate the friction factor of a given pipe increases for hydraulically fully rough turbulent flows.
Oc. For hydraulically fully rough turbulent flows the friction factor is independent of the flow rate.
What is a Neumann boundary condition?
O a. A known flow (flux) across a boundary.
O b. A fixed hydraulic head on the boundary.
Oc A boundary with no hydraulic head.
O d. A boundary where the hydraulic head is zero.
In a steady state 2-dimensional finite difference groundwater modelling scheme with Ay = Ax what does the discretised solution to the Laplace equation for a
particular cell represent?
O a. Fluxes of groundwater into and out of the cell.
O b. The distribution of vertical gradients across the cell boundaries
Oc The average head distribution of the 4 neighbouring cells
O d. The change in groundwater storage.
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