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authorprashantsinalkar2017-10-10 12:27:19 +0530
committerprashantsinalkar2017-10-10 12:27:19 +0530
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+//to find forces throught pin A and B in order to accelerate the link
+//gravitaional force (g)=32.2 ft/s^2
+clc
+printf("\n")
+m=20//lb
+g=32.2
+a=200//ft/s^2
+w=120//rad/s^2
+k=7//in
+f=(m/g)*a//effective force appllied to the link
+//this force acts parallel to the acceleration fg
+t=(m/g)*(k/12)^2*w//couple required in order to provide the angular acceleration
+//the line of action of F is therefore at a distance from G given by
+x=t/f
+printf("Effective force applied to the link is %.3f lb and the line of action of F is therefore at a distance from G given by %.3f ft \n",f,x)
+printf("F is the resultant of Fa and Fb, using x as shown in figure.25 , the force F may then be resolved along the appropriate lines of action to give the magnitudes of Fa and Fb\n")
+printf("From the scaled diagram shown in figure we get,Fa=65 lb and Fb=91 lb\n")