To which type of fluid is the Bernoulli’s theorem applicable:a)I...
Bernoulli's theorem. Bernoulli's theorem, in fluid dynamics, relation among the pressure, velocity, and elevation in a moving fluid (liquid or gas), the compressibility and viscosity (internal friction) of which are negligible and the flow of which is steady, or laminar.
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To which type of fluid is the Bernoulli’s theorem applicable:a)I...
Bernoulli's theorem applies to Incompressible, Isotropic and Non-Viscous Fluids
Bernoulli's theorem is a fundamental principle in fluid dynamics that relates the pressure, velocity, and elevation of a fluid flowing along a streamline. It is applicable to a specific type of fluid, which is Incompressible, Isotropic and Non-Viscous.
Incompressible Fluids
Incompressible fluids are fluids that do not change their density when subjected to pressure changes. These fluids are considered to have a constant density and are not compressible. Examples of incompressible fluids are water, oil, and other liquids.
Isotropic Fluids
Isotropic fluids are fluids that have the same physical properties in all directions. These fluids do not have any preferential direction of flow or movement. Examples of isotropic fluids are water, air, and other gases.
Non-Viscous Fluids
Non-viscous fluids are fluids that do not have any internal friction or resistance to flow. These fluids flow easily and smoothly without any hindrance. Examples of non-viscous fluids are water, air, and other gases.
Conclusion
In conclusion, Bernoulli's theorem is applicable to Incompressible, Isotropic and Non-Viscous fluids. These fluids are characterized by a constant density, same physical properties in all directions and lack of internal friction or resistance to flow. Examples of such fluids are water, oil, air, and other gases.
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