Principal of Superposition + Maxwell Reciprocal Theorem

AI Thread Summary
The discussion focuses on using the Principal of Superposition and the Maxwell Reciprocal Theorem to determine the reaction force at point C in a structural problem. The user expresses confusion about finding the compatibility equation given three unknown forces and only two equilibrium equations. They understand the concept of superposition but struggle with applying it when the sides are not clamped. Additionally, there is a request for clarification on the force method and where to find related tutorials. The conversation highlights the need for guidance on applying theoretical concepts to practical problems in structural analysis.
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Homework Statement



http://img412.imageshack.us/img412/4712/abcww1.jpg


Homework Equations



Using Compatibility Equation & Prinicipal of Superpositon to find Reaction force at C.
Using Principal of Superposition and Maxwell Reciprocal Theorem, to find out Reaction force at C. State experiment procedures.


The Attempt at a Solution



I know there are 3 unknown forces Ra,Rb and Rc. and only 2 equilibirum equations of Rotational and Vertical/Horizontal. But I've no idea how to attempt to find the compatibility equation, any tips? I know that principal of superpostion means that when u clamp 1 side and put 2 different forces with 2 different deflections, u add them up and that is the defelection for the force added from the 2 difference forces. But how am i suppose to find the reaction force at C when the sides are not even clamped?


Help help help! i really don't know where to start with and how to solve this problem. any tips will be greatly appreicated.
 
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Are you familiar with the force method? There is a tutorial on it in the Math & Science Tutorials section.
 
radou said:
Are you familiar with the force method? There is a tutorial on it in the Math & Science Tutorials section.


thanks for replying. may i know where is the tutorial? i can't seem to find it. Do you mind eleborating on the force method? Thanks =)
 
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