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Question
Section-A Section-B a) Equation of continuity e) less than critical velocity b) Bernoullis theorem f) Formation of eddies and vortices c) Turbulent flow g) Law of conservation of mass d) Stream line flow h) Law of conservation of energy
| Section-A | Section-B |
| a) Equation of continuity | e) less than critical velocity |
| b) Bernoullis theorem | f) Formation of eddies and vortices |
| c) Turbulent flow | g) Law of conservation of mass |
| d) Stream line flow | h) Law of conservation of energy |
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Solution
The correct option is C a-g; b-h; c-f; d-e
Equation of continuity is based on law of conservation of mass. Total mass leaving is equal to total mass entering.
Bernoulli's theorem is based on conservation of energy. Sum of total kinetic, potential energy & pressure energy is constant.
Turbulent flow occurs when velocity is greater than critical velocity. It results in formation of eddies.
For velocity less than critical velocity, stream line flow occurs.
Equation of continuity is based on law of conservation of mass. Total mass leaving is equal to total mass entering.
Bernoulli's theorem is based on conservation of energy. Sum of total kinetic, potential energy & pressure energy is constant.
Turbulent flow occurs when velocity is greater than critical velocity. It results in formation of eddies.
For velocity less than critical velocity, stream line flow occurs.
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