How Do Non-Concurrent Coplanar Forces Work in Engineering?

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SUMMARY

The discussion focuses on calculating the magnitude, direction, and position of the line of action of the resultant and equilibriant of a non-concurrent coplanar force system, specifically involving at least four forces acting in different directions. Key concepts include the definition of non-concurrent forces, practical applications such as suspension bridges, and the general principles governing force resolution. Participants emphasize the importance of understanding these principles to solve related engineering problems effectively.

PREREQUISITES
  • Understanding of non-concurrent coplanar forces
  • Familiarity with vector resolution techniques
  • Basic knowledge of static equilibrium principles
  • Experience with engineering mechanics concepts
NEXT STEPS
  • Study the principles of vector addition in non-concurrent force systems
  • Learn about the calculation of resultant forces using graphical methods
  • Explore the application of static equilibrium in real-world structures like bridges
  • Investigate online resources and textbooks on engineering mechanics for deeper insights
USEFUL FOR

Engineering students, structural engineers, and professionals involved in mechanics and force analysis will benefit from this discussion, particularly those focusing on non-concurrent coplanar force systems.

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New user has been reminded to always show their work on schoolwork questions

Homework Statement



Calculate the magnitude, direction and position of the line of action of the resultant and equilibriant of a non-concurrent coplanar force system containing a minimum of four forces acting in different directions.

Can anybody give me a comprehensive solution to this to include
1. Basic definition of problem
2. Practical examples eg. suspension bridge
3. Solution/ general principles

web links
idiot guides

etc

Many thanks

:)


Homework Equations





The Attempt at a Solution

 
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Edit: Note that the title is incorrect. The question is about non-concurrent forces, not concurrent forces

This is a very old question (12+ years old at the time of replying). The OP has shown zero effort. However, it is very easy to find suitable support material online, e.g.
 

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