Question: The computing project Beam Analysis involves load placement at various points along a beam. The concept is to model the relationship between the location of


The computing project Beam Analysis involves load placement at various points along a beam. The concept is to model the relationship between the location of a concentrated load and the reaction forces at the end of the beam. The location of a load has significant impact on the magnitude of the reaction forces. Take the following beam diag agram: 0 The steel beam is supported by cables AB and CD and a ball-and-socket joint at O. The vertical point load, P is located a distance, x from the support at O and influences the reac- tion force at O as well as the tension in each cable. For this computing project, first you need to derive the equations for the tension in each cable and the reaction force at O in terms of x. These equations should be implemented into your MATLAB between 0 and 6 m. In other words, when x-0 the load is located at the support at point O. When x-L = 6 m the load is located at the free end, point A. You need to calculate the cable tensions and the support reaction force for many values of x between 0 and L You should be able to get this working by adding only a few lines to the starter code we have provided for you. program in a while loop. Use the while loop to vary the value of x The computing project Beam Analysis involves load placement at various points along a beam. The concept is to model the relationship between the location of a concentrated load and the reaction forces at the end of the beam. The location of a load has significant impact on the magnitude of the reaction forces. Take the following beam diag agram: 0 The steel beam is supported by cables AB and CD and a ball-and-socket joint at O. The vertical point load, P is located a distance, x from the support at O and influences the reac- tion force at O as well as the tension in each cable. For this computing project, first you need to derive the equations for the tension in each cable and the reaction force at O in terms of x. These equations should be implemented into your MATLAB between 0 and 6 m. In other words, when x-0 the load is located at the support at point O. When x-L = 6 m the load is located at the free end, point A. You need to calculate the cable tensions and the support reaction force for many values of x between 0 and L You should be able to get this working by adding only a few lines to the starter code we have provided for you. program in a while loop. Use the while loop to vary the value of x
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