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Need help out here, mostly in finding moment about an axis.
1. The problem statement, all variables and given/known dataThe member is supported by a pin at A and a cable BC. If the load at D is 300, determine the x, y, z components of reaction at these supports.
i.e Find the reactions at A and the tension in the cable BC
2. Relevant equationsSince it is in equilbrium.
3. The attempt at a solutionThe most confusing part for me, is moment about an axis. (If possible, please tell me, how to find moment about an axis - the direct method and through the vector matrix).
Correct me, if i am wrong.
rBC = 0.3i - 0.6j + 0.2k
|rBC| = 0.7
uBC = 1/0.7 (0.3 i - 0.6j + 0.2k)
TBC = |TBC|/0.7 (0.3i - 0.6j + 0.2k)
Now
Az is unknown, so to determine Az - we find moment about the x axis of B.
This will give, Az = 0
TBC = 1050 N.
Ax + 1050(0.3/0.7) = 0
Ax = -450 N
Ay - 1050(0.6/0.7) = 0
Ay = 900N
Thats what i could do max (i think im right), now only moment about Y-axis w.r.t a and moment about Z-axis is left, w.r.t a again. (May and Maz).
Please tell me how to get this part, with 2-3 methods to get moment about an axis (Direct and through matrix).
Thanks a lot =)