Problem 2. The indeterminate frame below is loaded with gravity loads as shown. Using Moment Distribution Method, compute for the internal moments and moment reaction occurring on the structure due to the applied loads. Show your complete solution from the computation of distribution factor, fixed end moments, balancing, unbalanced moments and total joint moment for each member. Neglect effects of side-sway in the calculation. Use up to Bals. In the Form input your answer to the following questions. a. Relative stiffness of member BC. kec b. Distribution factor at joint A of girder AB. DFAB c. Fixed end moment at joint D of girder DE in kN-m. FEMDE d. Moment at joint E of column EH in kN-m. MEH e. Moment at joint B of girder BC in kN-m. MBC
Problem 2. The indeterminate frame below is loaded with gravity loads as shown. Using Moment Distribution Method, compute for the internal moments and moment reaction occurring on the structure due to the applied loads. Show your complete solution from the computation of distribution factor, fixed end moments, balancing, unbalanced moments and total joint moment for each member. Neglect effects of side-sway in the calculation. Use up to Bals. In the Form input your answer to the following questions. a. Relative stiffness of member BC. kec b. Distribution factor at joint A of girder AB. DFAB c. Fixed end moment at joint D of girder DE in kN-m. FEMDE d. Moment at joint E of column EH in kN-m. MEH e. Moment at joint B of girder BC in kN-m. MBC
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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GIVEN
a.10 (kN/m)
b.13.8 (kN)
c. 3.1 (m)
d. 3.6 (m)
e. 7 (m)
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