Statics: Crate Problem - Solving for N = 132N

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In summary, the conversation is discussing the calculation of the friction force in a given situation. The calculated value is 120, but there is confusion about whether this is the applied force or the frictional force. It is clarified that for static friction, the friction force is less than or equal to uN, and for kinetic friction, the friction force is equal to uN. In the case of no applied force, the friction force would be 0.
  • #1
sandmanvgc
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Homework Statement
Answer key say answer is d. I took combined weight and vertical component of 200 force to calculate frictional force would be 132 N. Am I missing something?
Relevant Equations
##F_f = uF_n##
(4/5)200 + 500 = 660
660(0.2) = 132 N
 

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  • #2
But what’s the applied force in the horizontal direction
 
  • #3
PhanthomJay said:
But what’s the applied force in the horizontal direction
120. Is that what they were asking for? Is frictional force not what I calculated above?

EDIT: 120 is the answer but I thought that would've been the applied force and not the Frictional force.

Or is the frictional force just equal to whatever the applied perpendicular force is until max possible value is reached?
 
  • #4
Yes, for static friction, the friction force is less than or equal to uN, from equilibrium equation Newton’s first law. If the box is moving , then kinetic friction applies and the friction force is equal to uN,
Suppose the box was just resting there and there was no applied force at all. Using u =0.2, what would be the friction force for that situation?
 
  • #5
PhanthomJay said:
Yes, for static friction, the friction force is less than or equal to uN, from equilibrium equation Newton’s first law. If the box is moving , then kinetic friction applies and the friction force is equal to uN,
Suppose the box was just resting there and there was no applied force at all. Using u =0.2, what would be the friction force for that situation?
So it would be 0
 
  • #6
Ok you got it!
 

Related to Statics: Crate Problem - Solving for N = 132N

1. What is the definition of "Statics"?

Statics is a branch of mechanics that deals with the study of forces and their effects on objects that are at rest or in a state of constant motion.

2. What is the "Crate Problem" in Statics?

The crate problem is a common example used in statics to demonstrate the principles of equilibrium and the calculation of forces acting on an object.

3. How do you solve for N in the "Crate Problem" when the given force is 132N?

To solve for N, we need to first draw a free body diagram of the crate, identify all the forces acting on it, and then apply the principles of equilibrium (sum of all forces = 0) to calculate the unknown force N. In this case, we would set the equation as 132N + N = 0, and solve for N to get a final answer of -66N.

4. Are there any assumptions made when solving the "Crate Problem" in Statics?

Yes, there are a few assumptions made in the crate problem. These include assuming that the crate is in a state of static equilibrium, neglecting the effects of friction and air resistance, and assuming that all the forces acting on the crate are either vertical or horizontal.

5. How can understanding Statics and the "Crate Problem" be useful in real-world applications?

Understanding statics and being able to solve problems like the crate problem can be useful in various engineering and construction applications. It can help in designing structures that can withstand external forces, calculating the weight distribution on different parts of a structure, and ensuring overall stability and safety of a design.

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