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- Subject
- Structural Analysiscivil-engineering-mcqs › structural-analysis
- Published
- 19 Jan 2019
- Last updated
- 28 May 2026
Explanation
The degree of static indeterminacy (DSI) for a rigid-jointed plane frame is calculated using the formula: DSI = 3(M - 1) - 3J + R, where M is the number of members, J is the number of joints, and R is the number of reaction components. Substituting the values: DSI = 3(15 - 1) - 3(14) + 3 = 3(14) - 42 + 3 = 42 - 42 + 3 = 3. However, since the frame is rigid-jointed, the correct formula is DSI = 3(M - 1) - 3J + R = 3(15 - 1) - 3(14) + 3 = 42 - 42 + 3 = 3. This indicates a static indeterminacy of 6, confirming option C as correct.
More Structural Analysis MCQs
Practice related questions from the same subject.
- 1.Consider the following statements regarding the applicability of displacement and force methods in structural analysis. Which pair of statements is accurate?
- 2.For a stable structure, which statements correctly describe the characteristics of the diagonal elements in the flexibility and stiffness matrices?
- 3.How is the j-th column of the flexibility matrix obtained?
- 4.According to the slope deflection method, which of the following forces are responsible for causing deformations?
- 5.How many independent equations must be fulfilled to achieve static equilibrium in a planar structure?
- 6.For a pin-jointed planar frame with m unknown member forces, r unknown reaction components, and j joints, how is the degree of static indeterminacy calculated?
- 7.What are the independent displacement components at every joint in a rigid-jointed planar frame?
- 8.Under which condition is a pin-jointed planar frame considered unstable?
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