Open Channel Flow (KCE053) - AKTU Question Paper 2022-23
B.Tech · Semester 5 · Free PDF Download
This is the official AKTU Open Channel Flow Previous Year Question Paper for B.Tech Semester 5, academic session 2022-23. Published by Dr. A.P.J. Abdul Kalam Technical University (AKTU/UPTU), Lucknow. Free PDF download — no login required.
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Questions Asked in 2022-23
Open Channel Flow (KCE053) — complete question paper
- aDefine specific force
- bWhat do you understand by adverse slope?
- cWrite the formula for relation between water surface slopes and channel
- dDraw the neat sketch S3 profile
- eWhat do you understand by length of jump?
- gGive the classification of spatially varied flow
- hDefine bottom racks (i) Define spiral flow. (j) What do you understand by constrictions?
- aDifferentiate between normal depth and critical depth in open channel flow
- bA rectangular channel 7.5 m wide has a uniform depth flow 2.0 m and has a bed slope of 1 in 3000. If due to weir constructed at a d ownstream end of the channel, water surface is raised by 0.75 m , determi ne the water surface slope with respect to horizontal at the section. Assume Manning’s n=0.02
- cHydraulic jump is formed in a 5m wide rectangular channel carr ying a discharge of 20m 3/s. The pre jump depth is 0.5 m. Find the past jump depth, post jump Froude no, and energy loss in the jump
- dWrite the assumptions for diffe rential equation spatially varied flow with increasing discharge
- eWith neat sketches, classify the culvert flow with outlet unsu bmerged conditions
- aA C o n c r e t e l i n e d t r a p e z o i d a l channel with uniform flow carries a discharge of 30 cumecs. The basi c width is 5 m and the side slo pes one equal 1:2 (V:H). Manning’s n can be taken as 0.015 and the bed slope =0.001. What is normal depth of flow?
- bFor a trapezoidal channel of m ost economical s ection , prove t hat: (i) half of top width = Length of one of the sloping side (ii) Hyd raulic mean depth = (1/2) X Depth of flow
- aExplain the standard fourth or der Runge-Kutta method to solve the basic differential equation of gradually varied flow
- bExplain with neat sketch computa tion of gradually varied flow for the graphical method
- aExplain with the neat sketch positive surge moving downstream? Also find the expression for this
- bA hydraulic jump takes place in as horizontal triangular chann el having the side’s slope of 1.5H: 1V. The depth before and after jump are 0.4 m and 1.5 m respectively. Estimate the flow rate and Fr oude no. at the beginning and End of the jump
- aA rectangular channel 2.0 m wide carries a discharge of 3.5 m 3/s at a Froude number of 0.30. A 2 m long parallel longitudinal bars bo ttom rack having E=0.2 is provided at a section. Super critical flow i s known to occur over the rock. Estimated the discharge diverted out
- bA side channel spillway channel is 100 m long and its rectangu lar is cross-section with b= 5.0 m, n=0.020, β=1.30 and S o =0.15. If the lateral inflow rate is 1.75 m 3/s/m, find the critical depth and its location
- aFor practical purposes, how ma ny types culvert flow and also draw the neat sketch their types with profile.1
- bWrite for a simple analysis of flow characteristics which cond itions are assumed. Also find the expression for over all coefficient of discharge
Question text is extracted from the official AKTU question paper PDF above. Hindi translations are omitted — every question is printed in English in the original paper. Last verified: 2026-08-23.
Repeated Questions — KCE053
Questions that appeared in more than one session, found by comparing 2 years of Open Channel Flow papers (2022-23, 2023-24)
A rectangular channel 7.5 m wide has a uniform depth flow 2.0 m and has a bed slope of 1 in 3000. If due to weir constructed at a d ownstream end of the channel, water surface is raised by 0.75 m , determi ne the water surface slope with respect to horizontal at the section. Assume Manning’s n=0.02
Appeared in: 2022-23 · 2023-24
Explain the standard fourth or der Runge-Kutta method to solve the basic differential equation of gradually varied flow
Appeared in: 2022-23 · 2023-24
A rectangular channel 2.0 m wide carries a discharge of 3.5 m 3/s at a Froude number of 0.30. A 2 m long parallel longitudinal bars bo ttom rack having E=0.2 is provided at a section. Super critical flow i s known to occur over the rock. Estimated the discharge diverted out
Appeared in: 2022-23 · 2023-24
Open Channel Flow — Other Year Papers
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