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piano_girl
- 9
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Is it valid for real gases? My initial thought would be no, since the derivation is based on the assumption that the flow is isentropic.
Is it valid for square ducts?
Is it valid for square ducts?
The Area-Velocity relation is a mathematical formula that describes the relationship between the area of a moving object and its velocity.
The Area-Velocity relation is used to calculate the rate at which an object is moving through a specific area. This is useful in various fields such as fluid mechanics, aerodynamics, and meteorology.
The units for the Area-Velocity relation depend on the specific application. In fluid mechanics, the units are typically meters squared per second (m^2/s). In aerodynamics, the units can be meters cubed per second (m^3/s) or feet squared per second (ft^2/s).
The Area-Velocity relation is derived from the basic principles of calculus and is often represented as a differential equation. It can also be derived using dimensional analysis.
The Area-Velocity relation can be observed in many everyday situations, such as water flowing through a pipe, air passing over an airplane wing, or blood circulating through the human body. It is also used in scientific experiments and simulations to understand and predict the behavior of fluids and gases.