PPT: Bernoulli’s Equation | Fluid Mechanics for Civil Engineering - Civil Engineering (CE) PDF Download

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? no work or heat interaction between a 
fluid element and the surrounding takes 
place.
? The flow must be incompressible
? Friction by viscous forces has to be 
negligible.
Page 2


? no work or heat interaction between a 
fluid element and the surrounding takes 
place.
? The flow must be incompressible
? Friction by viscous forces has to be 
negligible.
? This equation was developed first by Daniel 
Bernoulli in 1738.
flow work 
per unit 
mass
kinetic 
energy per 
unit mass
potential 
energy per 
unit mass
Page 3


? no work or heat interaction between a 
fluid element and the surrounding takes 
place.
? The flow must be incompressible
? Friction by viscous forces has to be 
negligible.
? This equation was developed first by Daniel 
Bernoulli in 1738.
flow work 
per unit 
mass
kinetic 
energy per 
unit mass
potential 
energy per 
unit mass
Where, h
f
represents the frictional work done (the 
work done against the fluid friction) per unit weight 
of a fluid element while moving from a station 1 to 2 
along a streamline in the direction of flow.
Page 4


? no work or heat interaction between a 
fluid element and the surrounding takes 
place.
? The flow must be incompressible
? Friction by viscous forces has to be 
negligible.
? This equation was developed first by Daniel 
Bernoulli in 1738.
flow work 
per unit 
mass
kinetic 
energy per 
unit mass
potential 
energy per 
unit mass
Where, h
f
represents the frictional work done (the 
work done against the fluid friction) per unit weight 
of a fluid element while moving from a station 1 to 2 
along a streamline in the direction of flow.
? Orifice meter
? Venturi meter
Page 5


? no work or heat interaction between a 
fluid element and the surrounding takes 
place.
? The flow must be incompressible
? Friction by viscous forces has to be 
negligible.
? This equation was developed first by Daniel 
Bernoulli in 1738.
flow work 
per unit 
mass
kinetic 
energy per 
unit mass
potential 
energy per 
unit mass
Where, h
f
represents the frictional work done (the 
work done against the fluid friction) per unit weight 
of a fluid element while moving from a station 1 to 2 
along a streamline in the direction of flow.
? Orifice meter
? Venturi meter
? It is a device used for the measurement of 
flow in a pipeline.
? Based on Principle of Bernoulli’s theorem.
? It consist of 3 parts:
a) Converging Cone.
b) Short cylindrical throat.
c) Diverging cone.
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FAQs on PPT: Bernoulli’s Equation - Fluid Mechanics for Civil Engineering - Civil Engineering (CE)

1. What is Bernoulli's equation in civil engineering?
Ans. Bernoulli's equation in civil engineering is a fundamental principle that relates the pressure, velocity, and elevation of a fluid flowing through a pipe or channel. It states that the sum of the pressure energy, kinetic energy, and potential energy per unit volume of fluid remains constant along a streamline.
2. How is Bernoulli's equation used in civil engineering?
Ans. Bernoulli's equation is used in civil engineering to analyze and design various fluid flow systems. It is commonly applied in the design of water supply systems, hydraulic structures, and piping networks. Engineers use Bernoulli's equation to determine the pressure drop, flow rate, and head losses in these systems.
3. What are the assumptions made in Bernoulli's equation for civil engineering applications?
Ans. Bernoulli's equation makes several assumptions for civil engineering applications. These include assuming the fluid flow is steady, incompressible, and inviscid (no friction). It also assumes that the fluid is non-rotational, the flow is along a streamline, and there are no external forces acting on the fluid.
4. Can Bernoulli's equation be applied to real-world civil engineering problems?
Ans. While Bernoulli's equation provides a simplified analysis of fluid flow, it can be applied to real-world civil engineering problems with certain limitations. Engineers need to consider additional factors such as friction, turbulence, and boundary conditions to obtain more accurate results. However, Bernoulli's equation serves as a useful starting point for understanding and approximating fluid behavior in many practical applications.
5. What are some practical examples of Bernoulli's equation in civil engineering?
Ans. Bernoulli's equation finds practical applications in various civil engineering scenarios. Some examples include the design of water distribution systems, calculation of flow rates in pipes, hydraulic analysis of dams and spillways, and the design of irrigation systems. It also aids in understanding the behavior of fluids in open channels, pipes, and pumps.
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