Summary:: Require to determine the designated forces using principle of virtual work ( unit force method )
I have no idea how to determine the multispan beam using virtual work, if I start to analyse the subsidiary portion BC member, the Yc can be calculated and following by the Ma... it seems...
Summary:: The question requires us to determine the axial forces using method of sections but it is statically indetermine structure
Can I make up one more equation by summing the moment at point O ?
Summary:: The question requires us to determine the member forces using method of joints but I couldn’t figure out how to calculate the support reaction forces
I tried to use equilibrium equations to solve the question but the force applied will be canceled out, and eventually the reaction...
but also the Tension of AB and BC will not longer the same right? I saw another explanation that the Tension BC is assumed as 0 since the cable slacks so the W will have a clockwise moment which cause it to return equilibrium
I found v=11.12 ft/s after using g=32.2ft/s^2, but isn't this is the initial velocity required to pass the basket? Seems didn't prove it will pass the basket or not.