Fluid Mechanics Question: Calculating Pressure for Inlet and Outlet of a Bend

In summary, the conversation is about revising fluid mechanics and solving basic problems. The person needs help with calculating the outlet pressure of a bend, but has already calculated the inlet and outlet velocities and converted all units to appropriate values. The solution involves using Bernoulli's equation and calculating the inlet and outlet velocities based on the inlet and outlet areas and volumetric flow rate."
  • #1
Studious_stud
39
0

Homework Statement



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Homework Equations



P = F/A

The Attempt at a Solution



Hey, recently I started revising fluid mechanics and just going some basic problems. Here I need some help with part (ii)

Well I've calculated the inlet and outlet velocities, converted all units to their appropriate values in meters, seconds and pascals etc.

I know that pressure is force per unit area, and thus can obviously calculate it for the inlet of the bend. But how does this relate to the outlet pressure of the bend? How do I calculate that?

Thanks in advance everyone.
 
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  • #2
You don't need to use P=F/A. Pressure at the inlet is given.

You should use Bernoulli's equation to find the pressure at the outlet. Since velocities are needed in Bernoulli's, you have to calculate the inlet and outlet velocities. These can be calculated since you know the inlet and outlet areas, as well as the volumetric flow rate.
 

1. What is fluid mechanics?

Fluid mechanics is a branch of physics that deals with the study of fluids (liquids and gases) and their behavior under various conditions. It involves understanding the motion, forces, and energy in fluids, as well as the properties and characteristics of different types of fluids.

2. What are the main principles of fluid mechanics?

The main principles of fluid mechanics are conservation of mass, conservation of momentum, and conservation of energy. These principles help us understand how fluids move and behave in different situations and are essential for solving problems related to fluid mechanics.

3. What are the applications of fluid mechanics?

Fluid mechanics has numerous practical applications in engineering, geophysics, meteorology, and other fields. Some common applications include designing efficient pumps and turbines, understanding weather patterns, and studying the flow of blood in the human body.

4. What is the difference between a liquid and a gas in fluid mechanics?

Liquids and gases are both considered fluids in fluid mechanics, but they have some key differences. Liquids are relatively incompressible, have a definite volume, and take the shape of their container. Gases, on the other hand, are highly compressible, do not have a definite volume, and expand to fill their entire container.

5. What are some common equations used in fluid mechanics?

Some common equations used in fluid mechanics include Bernoulli's equation, Navier-Stokes equations, and the continuity equation. These equations can be used to solve problems related to fluid flow, pressure, and velocity in different situations.

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