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1 kg force= g N where g= acceleration due to gravity = 9.8 m/s^{2}
A partially open sluice gate discharges water into a rectangular channel. The tail water depth in the channel is 3m and Froude number is . If a free hydraulic jump is to be formed at downstream of the sluice gate at vena contracta of the jet coming out from the sluice gate, the sluice gate opening should be (Coefficient of contraction C_{c} = 0.9)
Opening the sluice gate
On sag (or valley) curves the available sight distance is determined based on :
In valley curves two conditions are required
Safety Criteria In which the driver should have adequate light during night.
Comfort Criteria In which the change in centrifugal acceleration is limited upto a certain level.
The sequent depths in a hydraulic jump formed in a 5m wide rectangular channel are 0.2m and 1m. The discharge in the channel is:
Maximum size of a fillet weld for a plate of square edge is
The maximum size of a fillet weld is obtained by subtracting 1.5 mm from the thickness of the thinner member to be jointed. This specification limits the size of the fillet weld so that total strength may be developed without overstressing the adjacent metal.
The number of simultaneous equations to be solved in the slope deflection method, is equal to :
For every joint a slope deflection equation will be written of the form
Mab = MFab + 2EI/L [2θ_A+θ_B3Δ/L]
Thus, number of simultaneous equations available will be equal to the number of joints.
A rectangular channel carries a certain flow for which the alternate depths are found to be 3m and 1m. The critical depth (in m) for this flow is:
In a triangular channel, the critical depth is 2m. The corresponding least possible specific energy is:
If the Froude number of flow in a rectangular channel at a depth of flow of y_{0} is F_{0}, then what is y_{c}/y_{0} equal to?
A rectangular channel 3m wide carries uniform flow of water at a rate of 7 cumec/sec at a depth of 1.5m. If there is a local rise of 0.5m in the bed, calculate the change in upstream depth of flow?
As bed level rises by 0.5m, specific energy at section 2 decreasees
Since, E_{2}<E_{c} hence there is change in upstream depth condition.
Increase in upstream depth
= 1.625  1.5
= 0.125m
A wide rectangular channel carries discharge of 6 m^{3}/s per meter width. The channel has a bed slope of 0.009 and Manning's roughness coefficient, n = 0.015. At a certain section of the channel, the flow depth is 1.5m. What gradually varied flow profile exist at this section ?
In a hydraulic jump occurring in a rectangular channel of 3m width, the discharge is 8 m^{3}/s, and the depth of flow before jump is 0.25m. Find the energy loss in the jump ?
The sequent depth ratio in a hydraulic jump formed in a horizontal rectangular channel is 16.48. The Froude number of the super critical stream is :
A mild slope channel enters a lake with a sudden drop in bed. If the depth of water in the lake measured above the channel bed at its outlet yL is greater than the critical depth, then the depth of flow in the canal at the outlet y_{d} :
Water emerges from an ogee spillway with velocity 13.72 m/s and depth = 0.3 m at its toe. The tail water depth required to form a hydraulic jump at the toe is
y_1 = 3.2464 m
The ratio of unconfined compressive strength of an undisturbed sample of soil to that of a remoulded sample, at the same water content, is known as :
Sensitivity is the ratio of unconfined compressive strength of cement of an undisturbed sample to unconfined compressive strength of remoulded sample.
Activity is the ratio of plasticity index to percentage of particles finer than 2 micron.
In a channel the bed slope changes from mild slope to steep slope. The resulting GVF profiles are :
Flow profile is (M_{2},S_{2})
In a wide river the depth of flow at a section is 3m, S_{0} = 1 in 5000 and q = 3m^{3}/s per meter width. If the Chezy formula with C = 70 is used, the water surface slope relative to the bed at the section is:
At critical depth discharge is maximum for a given specific energy. Also, it can be said as that specific energy is minimum for a given discharge. Also, at critical depth Froude number is equal to 1.
A triangular channel of side slope 3:1 carries water at a flow rate of 10m^{3} /s. If the depth of the flow is 1.32m and the channel is laid on slope of 0.0018, find Manning’s n.
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