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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
Which of these statements are correct?
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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Verified Answer
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.
Most Upvoted Answer
Consider the following statements:Hardy Cross method of moment distrib...
Hardy Cross method of moment distribution can be applied to analyze various types of structures. Let's discuss each statement in detail:
1. Continuous beams including non-prismatic structures:
Continuous beams are the most common type of structural element used in construction. They have varying cross-sections along their length, which makes them non-prismatic. The Hardy Cross method can be used to analyze such beams by dividing them into smaller sections and distributing the moments at the supports and intermediate hinges. The method can determine the moments at each section, which can then be used to design the beam's reinforcement.
2. Continuous beams with prismatic elements:
Continuous beams may also have prismatic elements, which have a constant cross-section along their length. The Hardy Cross method can still be used to analyze such beams by treating the prismatic sections as a single segment and applying the moment distribution method to the non-prismatic elements.
3. Structures with intermediate hinges:
Intermediate hinges are points along a beam where the moment changes sign. These points are important in the design of structures such as portal frames, where the beams are subjected to different loads on either side. The Hardy Cross method can be used to analyze such structures by treating the hinges as fixed points and distributing the moments accordingly.
4. Rigid frames:
Rigid frames are structures made up of interconnected beams and columns that resist deformation as a single unit. The Hardy Cross method can be used to analyze such structures by treating the frame as a series of interconnected beams and columns and applying the moment distribution method to each element.
Therefore, the correct option is 'A' as the Hardy Cross method can be applied to analyze all of the above structures.
1. Continuous beams including non-prismatic structures:
Continuous beams are the most common type of structural element used in construction. They have varying cross-sections along their length, which makes them non-prismatic. The Hardy Cross method can be used to analyze such beams by dividing them into smaller sections and distributing the moments at the supports and intermediate hinges. The method can determine the moments at each section, which can then be used to design the beam's reinforcement.
2. Continuous beams with prismatic elements:
Continuous beams may also have prismatic elements, which have a constant cross-section along their length. The Hardy Cross method can still be used to analyze such beams by treating the prismatic sections as a single segment and applying the moment distribution method to the non-prismatic elements.
3. Structures with intermediate hinges:
Intermediate hinges are points along a beam where the moment changes sign. These points are important in the design of structures such as portal frames, where the beams are subjected to different loads on either side. The Hardy Cross method can be used to analyze such structures by treating the hinges as fixed points and distributing the moments accordingly.
4. Rigid frames:
Rigid frames are structures made up of interconnected beams and columns that resist deformation as a single unit. The Hardy Cross method can be used to analyze such structures by treating the frame as a series of interconnected beams and columns and applying the moment distribution method to each element.
Therefore, the correct option is 'A' as the Hardy Cross method can be applied to analyze all of the above structures.
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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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