For the following structure, using the unit load method which is based on the principle of...

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For the following structure, using the unit load method which is based on the principle of virtual work, determine (1) the rotation at point D, (2) the relative rotation between point C and point D, and (3) the horizontal displacement at point C. (Note: Neglect shear deformation and axial deformation in each member.) D L B C 0.5H 0.5H Young's modulus: E, Second Moment of the Cross-Sectional Area: I For the following structure, using the unit load method which is based on the principle of virtual work, determine (1) the rotation at point D, (2) the relative rotation between point C and point D, and (3) the horizontal displacement at point C. (Note: Neglect shear deformation and axial deformation in each member.) D L B C 0.5H 0.5H Young's modulus: E, Second Moment of the Cross-Sectional Area: I For the following structure, using the unit load method which is based on the principle of virtual work, determine (1) the rotation at point D, (2) the relative rotation between point C and point D, and (3) the horizontal displacement at point C. (Note: Neglect shear deformation and axial deformation in each member.) D L B C 0.5H 0.5H Young's modulus: E, Second Moment of the Cross-Sectional Area: I

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Deflection Analysis of Beam Using Unit Load Method Heres how to solve for the deflections using the unit load method virtual work method for the given ... View the full answer