How Does FGF sin26.6 Generate Moment About Point D in Truss Analysis?

AI Thread Summary
FGF sin26.6 generates a moment about point D by being positioned above it, and the moment can be analyzed by breaking the force into components. Selecting different points of application along the line of action, such as G, F, or O, affects the calculation of moments but will yield the same overall result. Using point G results in both clockwise and anticlockwise moments, while point F only contributes a horizontal component, and point O focuses solely on the vertical component. The choice of application point is crucial for understanding the moment's direction but does not change the moment's magnitude as long as it is along the line of action. Properly analyzing the components is essential for accurate truss analysis.
fonseh
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Homework Statement


For moment about D , how could the FGF sin26.6 generate moment about D ?

Homework Equations

The Attempt at a Solution


FGF sin26.6 is located above point D , right ? How could FGF sin26.6 generate moment about D ?
 

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If calculating moments by first breaking the force into components then you have to select a point of application of the force. Anywhere in the line of action will do. In this case you can use G, F or O.
If you use G there will be a clockwise moment about D from the horizontal component and an anticlockwise moment from the vertical component.
If you select F, only the horizontal component will have a moment about D, but it will be less than that of the horizontal component at G.
If you select O, as the author has done, only the vertical component has moment about D.
 
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haruspex said:
If calculating moments by first breaking the force into components then you have to select a point of application of the force. Anywhere in the line of action will do. In this case you can use G, F or O.
If you use G there will be a clockwise moment about D from the horizontal component and an anticlockwise moment from the vertical component.
If you select F, only the horizontal component will have a moment about D, but it will be less than that of the horizontal component at G.
If you select O, as the author has done, only the vertical component has moment about D.
S
haruspex said:
If calculating moments by first breaking the force into components then you have to select a point of application of the force. Anywhere in the line of action will do. In this case you can use G, F or O.
If you use G there will be a clockwise moment about D from the horizontal component and an anticlockwise moment from the vertical component.
If you select F, only the horizontal component will have a moment about D, but it will be less than that of the horizontal component at G.
If you select O, as the author has done, only the vertical component has moment about D.
Ok , i can understand what you have explained . But for this type of question ,
how do we choose the point of application of force ? It's not stated in the question . Choosing different point of application of forces will yield different answer
 
fonseh said:
Choosing different point of application of forces will yield different answer
No, as long as the points are along the line of action they will all yield the same answer.
 
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