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Consider the following statements:
Hardy Cross method of moment distribution can be applied to analyze
1. Continuous beams including non-prismatic structures
2. Continuous beams with prismatic elements
3. Structures with intermediate hinges
4. Rigid frames
Hardy Cross method of moment distribution can be applied to analyze
1. Continuous beams including non-prismatic structures
2. Continuous beams with prismatic elements
3. Structures with intermediate hinges
4. Rigid frames
Which of these statements are correct?
- a)1, 2, 3 and 4
- b)Only 1, 2 and 3
- c)Only 1, 2 and 4
- d)Only 3 and 4
Correct answer is option 'A'. Can you explain this answer?
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Consider the following statements:Hardy Cross method of moment distrib...
Hardy cross method or moment distribution method can be applied even when there is intermediate hinges.
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Consider the following statements:Hardy Cross method of moment distrib...
Hardy Cross Method of Moment Distribution
The Hardy Cross method of moment distribution is a structural analysis technique used to determine the moments and forces in a structure. It is a manual method and is based on the distribution of moments within a structure. The method involves the following steps:
- Determination of fixed-end moments: The fixed-end moments are calculated based on the applied loads and the geometry of the structure.
- Distribution of moments: The fixed-end moments are distributed to the members of the structure based on their stiffness and the rotation at the joints.
- Calculation of support reactions: The support reactions are calculated based on the distributed moments and the geometry of the structure.
- Iterative process: The process of distributing moments and calculating support reactions is repeated until the moments and forces converge.
Applicability of Hardy Cross Method
The Hardy Cross method of moment distribution can be applied to analyze various types of structures, including:
1. Continuous beams including non-prismatic structures: The method can be applied to analyze continuous beams with varying cross-sections and non-prismatic structures with varying stiffness.
2. Continuous beams with prismatic elements: The method can also be used to analyze continuous beams with constant cross-sections and prismatic elements.
3. Structures with intermediate hinges: The method is particularly useful for analyzing structures with intermediate hinges, such as portal frames and arches.
4. Rigid frames: The method can also be applied to analyze rigid frames, which are structures that resist deformation by bending and twisting.
Conclusion
In summary, the Hardy Cross method of moment distribution is a versatile structural analysis technique that can be applied to a wide range of structures. It is a manual method that requires iterative calculations, but it is relatively simple and can provide accurate results when used correctly.
The Hardy Cross method of moment distribution is a structural analysis technique used to determine the moments and forces in a structure. It is a manual method and is based on the distribution of moments within a structure. The method involves the following steps:
- Determination of fixed-end moments: The fixed-end moments are calculated based on the applied loads and the geometry of the structure.
- Distribution of moments: The fixed-end moments are distributed to the members of the structure based on their stiffness and the rotation at the joints.
- Calculation of support reactions: The support reactions are calculated based on the distributed moments and the geometry of the structure.
- Iterative process: The process of distributing moments and calculating support reactions is repeated until the moments and forces converge.
Applicability of Hardy Cross Method
The Hardy Cross method of moment distribution can be applied to analyze various types of structures, including:
1. Continuous beams including non-prismatic structures: The method can be applied to analyze continuous beams with varying cross-sections and non-prismatic structures with varying stiffness.
2. Continuous beams with prismatic elements: The method can also be used to analyze continuous beams with constant cross-sections and prismatic elements.
3. Structures with intermediate hinges: The method is particularly useful for analyzing structures with intermediate hinges, such as portal frames and arches.
4. Rigid frames: The method can also be applied to analyze rigid frames, which are structures that resist deformation by bending and twisting.
Conclusion
In summary, the Hardy Cross method of moment distribution is a versatile structural analysis technique that can be applied to a wide range of structures. It is a manual method that requires iterative calculations, but it is relatively simple and can provide accurate results when used correctly.
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Consider the following statements:Hardy Cross method of moment distribution can be applied to analyze1. Continuous beams including non-prismatic structures2. Continuous beams with prismatic elements3. Structures with intermediate hinges4. Rigid framesWhich of these statements are correct?a)1, 2, 3 and 4b)Only 1, 2 and 3c)Only 1, 2 and 4d)Only 3 and 4Correct answer is option 'A'. Can you explain this answer?
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