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PLEASE UPLOAD MTLAB CODE FOR PROBLEM BELOW
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answerhappygod
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PLEASE UPLOAD MTLAB CODE FOR PROBLEM BELOW
PLEASE UPLOAD MTLAB CODE FOR PROBLEM BELOW
The bar connecting A and B has a weight of 6 lb. The disk is rotating clockwise as shown, with a constant angular velocity of 10 rad/s. Find the forces at A and B for values of 3 between 0 and 180 degrees. Using MATLAB, plot each reaction force as a function of B. (note correction 7/7 previously this angle was referenced as 0) Note: as a benchmark solution, when 3 is equal to 90 degrees, the angular acceleration of the rod is a = 43.64 rad/s² (CW), By = 10.07 lb (up), Bx = 8.70 lb (left), Ax = 0.613 lb (left), Ay = 0. See also, the completed MATLAB plot solution posed below (5 points). Force in lb 25 20 To turn in: MATLAB .m file, which runs your figure file, and all supporting hand calculations. 15 10 0 -5 -10 -15 0 20 An Ax Ay Bx -By 40 60 X: 90 Y: 0 B X: 90 Y: -0.6132 B 01 ft Sunday X: 90 Y: 10.07 X: 90 Y: -8.704 2.5 ft 80 100 Beta in degrees A 120 140 160 180
The bar connecting A and B has a weight of 6 lb. The disk is rotating clockwise as shown, with a constant angular velocity of 10 rad/s. Find the forces at A and B for values of 3 between 0 and 180 degrees. Using MATLAB, plot each reaction force as a function of B. (note correction 7/7 previously this angle was referenced as 0) Note: as a benchmark solution, when 3 is equal to 90 degrees, the angular acceleration of the rod is a = 43.64 rad/s² (CW), By = 10.07 lb (up), Bx = 8.70 lb (left), Ax = 0.613 lb (left), Ay = 0. See also, the completed MATLAB plot solution posed below (5 points). Force in lb 25 20 To turn in: MATLAB .m file, which runs your figure file, and all supporting hand calculations. 15 10 0 -5 -10 -15 0 20 An Ax Ay Bx -By 40 60 X: 90 Y: 0 B X: 90 Y: -0.6132 B 01 ft Sunday X: 90 Y: 10.07 X: 90 Y: -8.704 2.5 ft 80 100 Beta in degrees A 120 140 160 180