Solving for maximum pressure

In summary, to solve for the maximum pressure that your pressure vessel can withstand, you will need to use the equation $P_{max} = \frac{F}{2} \cdot \sigma_y$ and set up a static structural analysis in Ansys using the appropriate material properties and failure criteria.
  • #1
roldy
237
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I have a pressure vessel under some unknown internal pressure. The factor of safety is set at 2 and a yield strength for aluminum as 95 MPa. How do I go about solving for the maximum pressure the vessel can withstand? What I have been doing was going into Preprocessor/Material Props/Failure Criteria to Add/Edit. Then for stress in tension I set x, y, and z = to 47.5 MPa (half of the yield strength). I should note that the vessel is axisymmetric about the y-axis. Does Ansys perform an iterative procedure given some initial pressure value. In other word, does Ansys allow the setting of an initial pressure value and then it increases the pressure incrementally until the failure criteria is met? What is the correct way of doing this?
 
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  • #2
A:First, you should note that the maximum pressure is related to the factor of safety and yield strength by the following equation:$P_{max} = \frac{F}{2} \cdot \sigma_y$Where $F$ is the factor of safety and $\sigma_y$ is the yield strength. So in your case, you can solve for the maximum pressure as follows:$P_{max} = \frac{2}{2} \cdot 95 MPa = 95 MPa$Now, regarding the use of Ansys, you are correct that it does perform an iterative procedure for determining the maximum pressure. Ansys will start with some initial pressure value (which you can specify) and then increase the pressure incrementally until it reaches the failure criteria. To do this, you will need to set up a static structural analysis in Ansys and define the material properties, boundary conditions, and load cases. Then, you can define the failure criteria and run the analysis. Ansys will then calculate the maximum pressure that the vessel can withstand and report the results.
 

Related to Solving for maximum pressure

1. What is maximum pressure?

Maximum pressure is the highest amount of force exerted on a given area. In other words, it is the point at which a system or object can no longer withstand any more pressure before breaking or failing.

2. How is maximum pressure calculated?

To calculate maximum pressure, you need to know the force applied and the area over which it is applied. The formula for maximum pressure is P = F/A, where P is pressure, F is force, and A is area. This can be done using units such as Pascals (Pa) or pounds per square inch (psi).

3. What factors can affect maximum pressure?

Some factors that can affect maximum pressure include the strength and resilience of the material being subjected to pressure, the size and shape of the object or system, and the distribution of force. Temperature, altitude, and atmospheric conditions can also play a role in determining maximum pressure.

4. How can maximum pressure be used in practical applications?

Maximum pressure is an important concept in engineering and physics, as it helps determine the limits of a system or object. It can be used to design and test structures, such as buildings and bridges, to ensure they can withstand expected levels of pressure. It is also used in industries such as aerospace and automotive to determine the maximum pressure that can be safely applied to components and materials.

5. How can maximum pressure be controlled or regulated?

There are several ways to control or regulate maximum pressure, depending on the specific application. In some cases, adjusting the force or area over which it is applied can help manage pressure levels. In others, using materials with higher strength and resilience can increase the maximum pressure threshold. Valves, regulators, and other devices can also be used to regulate pressure in systems.

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