Calculating the weight of an object required to overcome grease seal

In summary, the conversation is about a problem with a piece of equipment that involves a container filled with grease at 3000 psi. The container has a wire running through it and a weight attached outside. The problem is how to calculate the weight needed to overcome the frictional force of the grease on the wire. The suggested solution is to use the equation F=uN and possibly also the Navier-Stokes equation to account for the fluid-like properties of the grease. The possibility of the grease acting more solid-like at 3000 psi is also mentioned, as well as the idea of investigating skin friction.
  • #1
g0ggs123
22
0
Hi

I am trying to work out a problem with a piece of equipment:

imagine a container that has grease injected into it at say 3,000 Psi

The container has a piece of wire running though the middle vertically with a 100lbs weight attached to bottom. Only the wire is in contact with the grease and the mass is outside of the container.

I'm trying to work out what weight you would require to overcome the frictional force/drag associated with the grease acting on the wire.

My first though was F=uN where N is the F=PA, P= 3,000 and A = cross sectional area.

But is this oversimplified? Should I be introducing the navier stokes equation?

This is a real problem not a piece of homework :)

Any suggestions would be most welcome.

Cheers
 
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  • #2
F= uN would work as long as you could find a way to obtain u, which though would be a function of the velocity of the wire, temperature of the grease, and its pressure.

The grease will act as a fluid and I think Navier-Stokes would be the way to go.
Does 3000psi make the grease act more solid-like, which is something you will have to determine.
You may want to investigate skin friction.
 

1. How do you calculate the weight needed to overcome a grease seal?

To calculate the weight required to overcome a grease seal, you will need to know the coefficient of friction between the object and the seal, the surface area of the seal, and the pressure applied to the seal. You can then use the formula W = μP*A, where W is the weight needed, μ is the coefficient of friction, P is the pressure, and A is the surface area of the seal.

2. What is the coefficient of friction and how does it affect the weight needed?

The coefficient of friction is a measure of the resistance between two surfaces when in contact with each other. It determines how much force is required to move an object over a surface. A higher coefficient of friction means more force is needed, resulting in a higher weight needed to overcome the grease seal.

3. Can the weight needed to overcome a grease seal vary?

Yes, the weight needed can vary depending on several factors such as the type of grease used, temperature, and surface roughness. It is important to consider these factors when calculating the weight needed to ensure it is accurate.

4. How does the surface area of the seal affect the weight needed?

The surface area of the seal plays a significant role in determining the weight needed to overcome it. A larger surface area means more contact between the object and the seal, resulting in a higher coefficient of friction. This, in turn, increases the weight needed to overcome the seal.

5. Why is it important to calculate the weight needed to overcome a grease seal?

Calculating the weight needed is crucial for ensuring the proper functioning of machinery and equipment. If the weight needed to overcome the seal is not enough, the seal may not be able to contain the grease, resulting in leaks and decreased efficiency. On the other hand, if the weight needed is too much, it can cause damage to the machinery or equipment. Therefore, it is essential to accurately calculate the weight needed to overcome a grease seal.

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