Question 4 - Method of Virtual Work Two 7.5-kg bars AB and BC are connected by a pin at B and by a spring DE. Knowing that the spring is 150 mm long when unstretched and that the constant of the spring is 1 kN/m, determine the value of x corresponding to equilibrium. Use the method of virtual work (potential energy). A/ 200 mm D. 400 mm 400 mm 200 mm Marking guide: Sketch an active fore diagram and show the datum for zero gravitational potential energy - 3 marks Calculate the total potential energy of the mechanical system - Define the equilibrium position- Calculate the value of x

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Question 4– Method of Virtual Work
Two 7.5-kg bars AB and BC are connected by a pin at B and by a spring DE. Knowing that
the spring is 150 mm long when unstretched and that the constant of the spring is 1 kN/m,
determine the value of x corresponding to equilibrium. Use the method of virtual work
(potential energy).
A/ 200 mm
400 mm
B
400 mm
200 mm
Marking guide:
Sketch an active fore diagram and show the datum for zero gravitational potential energy
-3 marks
Calculate the total potential energy of the mechanical system -
Define the equilibrium position -
Calculate the value of x-
Transcribed Image Text:Question 4– Method of Virtual Work Two 7.5-kg bars AB and BC are connected by a pin at B and by a spring DE. Knowing that the spring is 150 mm long when unstretched and that the constant of the spring is 1 kN/m, determine the value of x corresponding to equilibrium. Use the method of virtual work (potential energy). A/ 200 mm 400 mm B 400 mm 200 mm Marking guide: Sketch an active fore diagram and show the datum for zero gravitational potential energy -3 marks Calculate the total potential energy of the mechanical system - Define the equilibrium position - Calculate the value of x-
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