Component forces on angle bracket

In summary, the conversation discusses solving a problem involving finding the resultant force and its intersection with a line. The solution involves defining x and y axes, finding the sum of x-components and y-components of the forces, and using the magnitude of the resultant force. The method used is to find the total result moment of the x-components and equating it to F.d, where F is the x-component of the total reaction force. However, there may be an error in the calculation of the x-component of the 175 N force.
  • #1
AviationFanBoy
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Homework Statement


See photo attachment

Homework Equations

The Attempt at a Solution


Ive begun by defining an x and y axis, followed by find the sum of x-components of the forces, and y-components. Followed by the magnitude of the resultant force. The only method i could think of was to find the total result moment of the x-components and let that equal to F.d, where F is the x-component of the total reaction force, and then do the same for the y-component to find the where it intersects BC.
 

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  • #2
AviationFanBoy said:

Homework Statement


See photo attachment

Homework Equations

The Attempt at a Solution


Ive begun by defining an x and y axis, followed by find the sum of x-components of the forces, and y-components. Followed by the magnitude of the resultant force. The only method i could think of was to find the total result moment of the x-components and let that equal to F.d, where F is the x-component of the total reaction force, and then do the same for the y-component to find the where it intersects BC.
Your working image is very hard to read. There's not so much calculation here that you couldn't type it out in the edit box.

In any event, it looks like you have calculated the incorrect components for the 175 N force to start with. You've got to pay attention to where the acute angle is defined and not just blindly assume that the cosine of the angle gives you the x-component of the force.
 

1. What are component forces on an angle bracket?

Component forces on an angle bracket refer to the individual forces that act on the bracket in different directions. These forces include tension, compression, shear, and bending.

2. How are component forces calculated on an angle bracket?

Component forces can be calculated using the principles of vector addition and trigonometry. The magnitude and direction of each force can be determined by breaking down the overall force into its horizontal and vertical components.

3. What is the significance of understanding component forces on an angle bracket?

Understanding component forces on an angle bracket is crucial for designing and analyzing structures. It helps engineers determine the maximum load that the bracket can withstand and make necessary modifications to ensure its stability and safety.

4. How do component forces affect the strength of an angle bracket?

The strength of an angle bracket is affected by the magnitude and direction of the component forces acting on it. If the forces exceed the bracket's capacity, it can lead to failure or deformation of the structure.

5. Can component forces change over time on an angle bracket?

Yes, component forces on an angle bracket can change over time due to external factors such as weather, vibrations, or loading conditions. It is important to regularly inspect and monitor these forces to ensure the structural integrity of the bracket.

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