Uniform flow occurs when:a)Density does not changeb)Pressure does not ...
The flow is defined as uniform flow when in the flow field the velocity and other hydrodynamic parameters do not change from point to point at any instant of time. For a uniform flow, the velocity is a function of time only. When the velocity and other hydrodynamic parameters changes from one point to another the flow is defined as non-uniform.
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Uniform flow occurs when:a)Density does not changeb)Pressure does not ...
Uniform flow means velocity is not changing with any spatial location
Hence Ans D
Uniform flow occurs when:a)Density does not changeb)Pressure does not ...
Understanding Uniform Flow
Uniform flow is a critical concept in fluid mechanics, particularly when analyzing the behavior of fluids in various systems. This type of flow is characterized by specific conditions that dictate the consistency of fluid motion.
Key Characteristics of Uniform Flow
- Constant Velocity
- The primary requirement for uniform flow is that the fluid must maintain a constant velocity throughout the flow field.
- This means that every particle of the fluid travels at the same speed and in the same direction, ensuring a predictable and stable flow pattern.
- Implications of Constant Velocity
- When velocity is uniform, it simplifies calculations and predictions regarding fluid behavior.
- Engineers can design systems with confidence, knowing that flow rates and pressure drops will remain consistent.
Why Other Options Do Not Define Uniform Flow
- Density Does Not Change
- While constant density may occur in certain scenarios, it is not a defining characteristic of uniform flow.
- Density can vary in non-uniform flow conditions without affecting the uniformity of velocity.
- Pressure Does Not Change
- Pressure can vary even in a uniform flow scenario.
- Factors like friction and elevation changes can lead to pressure differences without disrupting the uniformity of flow velocity.
- Area Does Not Change
- The cross-sectional area through which the fluid flows can change without affecting the velocity uniformity.
- For example, in a tapered pipe, the velocity may remain constant at different sections if the flow rate is adjusted accordingly.
Conclusion
In summary, uniform flow is primarily defined by the condition that velocity remains constant throughout the fluid. Understanding this concept is essential for engineers and fluid mechanics professionals in designing efficient systems.