Help with Statics Problem - Need Advice!

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SUMMARY

This discussion focuses on solving a statics problem involving the calculation of angles and force decomposition. The user seeks assistance in determining the angle between the reaction at point A and the X-axis, as well as how to decompose the weight. A suggested approach involves simplifying the force directions and splitting the forces into components: Nx, Ny, Bx, and By. Additionally, taking moments about points B and A is recommended for further analysis.

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  • Understanding of basic statics concepts
  • Familiarity with force decomposition techniques
  • Knowledge of moment calculations in statics
  • Ability to interpret and analyze free body diagrams
NEXT STEPS
  • Study the principles of force decomposition in statics
  • Learn how to calculate moments about points in a system
  • Explore the use of free body diagrams for complex statics problems
  • Review examples of angle calculations in statics scenarios
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Students in engineering or physics courses, particularly those studying statics, as well as educators looking for problem-solving strategies in force analysis.

JosephR
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Hello guyz,i'm facing this problem in my statics class...and thought posting it here so i can get some help :)

here it goes

http://img372.imageshack.us/img372/6241/58856343aw8.jpg

Ok this is what i did and I'm kinda stuck...

just bare with me

http://img523.imageshack.us/img523/8193/36829965uu4.jpg

I'm not able to find The angle between The reaction at point A and the X-axis so i can project... any suggestions?

and plus how shall i decompose the weight ?
 
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JosephR said:
… I'm not able to find The angle between The reaction at point A and the X-axis so i can project... any suggestions?

and plus how shall i decompose the weight ?

Hi JosephR! :smile:

Since the only given force, the weight, is vertical, it would be simpler to make the x and y directions horizontal and vertical, and to split the normal and pulling forces into Nx Ny Bx and By.

Then take moments about B and A. :wink:
 

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