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For no tension in column of diameter D, the eccentricity of the compressive load must be less than
- a)D/4
- b)D/6
- c)D/8
- d)D/12
Correct answer is option 'C'. Can you explain this answer?
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For no tension in column of diameter D, the eccentricity of the compre...
For no tension condition,
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For no tension in column of diameter D, the eccentricity of the compre...
Explanation:
When a compressive load acts on the column, it tends to push the column inwards causing it to buckle. In order to prevent buckling, the column must be designed in such a way that the load is applied in the center of the column. If the load is applied eccentrically, it tends to create bending stresses in the column which can cause it to buckle.
In order to avoid the tension in the column, the eccentricity of the compressive load must be less than D/8, where D is the diameter of the column. This is because the maximum allowable eccentricity is directly proportional to the diameter of the column.
If the eccentricity is greater than D/8, then the column will be subjected to tensile stresses which can cause it to fail. Therefore, the eccentricity of the compressive load must always be less than D/8 to ensure the safety of the column.
Conclusion:
The eccentricity of the compressive load must be less than D/8 to prevent the tension in the column. The maximum allowable eccentricity is directly proportional to the diameter of the column. If the eccentricity is greater than D/8, then the column will be subjected to tensile stresses which can cause it to fail.
When a compressive load acts on the column, it tends to push the column inwards causing it to buckle. In order to prevent buckling, the column must be designed in such a way that the load is applied in the center of the column. If the load is applied eccentrically, it tends to create bending stresses in the column which can cause it to buckle.
In order to avoid the tension in the column, the eccentricity of the compressive load must be less than D/8, where D is the diameter of the column. This is because the maximum allowable eccentricity is directly proportional to the diameter of the column.
If the eccentricity is greater than D/8, then the column will be subjected to tensile stresses which can cause it to fail. Therefore, the eccentricity of the compressive load must always be less than D/8 to ensure the safety of the column.
Conclusion:
The eccentricity of the compressive load must be less than D/8 to prevent the tension in the column. The maximum allowable eccentricity is directly proportional to the diameter of the column. If the eccentricity is greater than D/8, then the column will be subjected to tensile stresses which can cause it to fail.
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For no tension in column of diameter D, the eccentricity of the compressive load must be less thana)D/4b)D/6c)D/8d)D/12Correct answer is option 'C'. Can you explain this answer?
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