Using the node method and using matrices in Matlab, determine the force on each element of the armature shown in the following figure. Set whether the elements are in tension or in compression. Also calculate the reactions in the supports. Number the nodes and the elements and pose the sum of forces in X and Y in each of the nodes, including the supports. To propose the equations consider that all the elements are in tension (positive value), if the result is negative it means that they are in compression. The same with the reactions. The unknowns are the forces in the elements and the reactions, the known values are the applied loads. 6-6. Determine the force on each element of the weapon-lasts and establish whether the elements are in tension or in compression. Consider P1=2 KN and P2=1.5 KN. 30° -3 m 30° 3 m

Elements Of Electromagnetics
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Using the node method and using matrices in Matlab, determine the force on each element of the
armature shown in the following figure. Set whether the elements are in tension or in compression.
Also calculate the reactions in the supports.
Number the nodes and the elements and pose the sum of forces in X and Y in each of the nodes,
including the supports. To propose the equations consider that all the elements are in tension
(positive value), if the result is negative it means that they are in compression. The same with the
reactions. The unknowns are the forces in the elements and the reactions, the known values are the
applied loads.
6-6. Determine the force on each element of the weapon-lasts and establish whether the
elements are in tension or in compression. Consider P1 = 2 KN and P2 = 1.5 KN.
30°
3 m
P₁
30°
3 m
Transcribed Image Text:Using the node method and using matrices in Matlab, determine the force on each element of the armature shown in the following figure. Set whether the elements are in tension or in compression. Also calculate the reactions in the supports. Number the nodes and the elements and pose the sum of forces in X and Y in each of the nodes, including the supports. To propose the equations consider that all the elements are in tension (positive value), if the result is negative it means that they are in compression. The same with the reactions. The unknowns are the forces in the elements and the reactions, the known values are the applied loads. 6-6. Determine the force on each element of the weapon-lasts and establish whether the elements are in tension or in compression. Consider P1 = 2 KN and P2 = 1.5 KN. 30° 3 m P₁ 30° 3 m
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