Solving for forces/reactions and moments in a complicated frame

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SUMMARY

This discussion focuses on solving for forces, reactions, and moments in a complicated frame, specifically addressing the application of a moment of 48 Nm at point A. Participants clarify the conditions under which this moment should be included in moment equations, particularly when analyzing the system as a whole versus when dismembering the frame. The consensus is that the 48 Nm moment must be considered in all relevant moment equations, regardless of the point of analysis, to accurately determine the reactions at points F and B.

PREREQUISITES
  • Understanding of static equilibrium principles, including the sum of forces and moments.
  • Familiarity with free body diagrams and their application in structural analysis.
  • Knowledge of vector mechanics, particularly the distinction between sliding and free vectors.
  • Experience with analyzing complex frames and structures in engineering mechanics.
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  • Study the application of the method of sections in structural analysis.
  • Learn about the principles of static equilibrium in two-dimensional systems.
  • Explore the concept of free body diagrams in detail to enhance problem-solving skills.
  • Investigate the effects of applied moments on structural members in various loading conditions.
USEFUL FOR

This discussion is beneficial for civil and mechanical engineers, students studying structural analysis, and professionals involved in designing and analyzing complex frames and structures.

salman213
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1.
http://img337.imageshack.us/img337/520/fic06p090bk7.png

http://img337.imageshack.us/img337/2763/vqc06p090je0.png​
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2. \sumMaboutapoint
\sumFy
\sumFx




3. Well firstly i just looked at it as a whole to see if i can figure out any of the reactions at F or B. I am confused about where to and where not to apply that moment of 48 Nm which is replacing the force at A.

For example when I am taking the moment about point F when looking at the system as A WHOLE, should i take into consideration that 48 Nm in the moment equation?

When I am taking it about point E of the WHOLE SYSTEM i do not? or no matter what, I have to add 48 Nm in all moment equations that i make?

And then please telll me when I DISMEMBER the frame when I am looking at the member FCA, is that the only time i take that moment into consideration, or no matter which dismembered part I am looking at, I have to take that moment of 48 Nm at point A into consideration in the MOMENT equation I make?
pleasezzzzzz help
 
Last edited by a moderator:
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In order to solve this problem, simply find the vertical (y-components) of the reactions F and B, by using the whole body, dismember for finding the horizontal (x-components).

Remember: Moments are Free vectors unlike forces which are sliding vectors.
 

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