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Centroid determination involves the calculations of various forces. In that forces are having various properties. That is force is developed by a support that not allows the ________ of its attached member.
- a)Translation
- b)Rotation
- c)Addition
- d)Subtraction
Correct answer is option 'A'. Can you explain this answer?
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Centroid determination involves the calculations of various forces. In...
The force developed by a support doesn’t allow the translation of its attached member. This is the basic condition for the equilibrium of the forces in any dimension. This rule is applied when the support reactions are taken into the account for the equilibrium of the body.
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Centroid determination involves the calculations of various forces. In...
Centroid Determination and Forces
Centroid determination is an important process in mechanics and engineering, which involves the calculation of various forces and their properties. One key property of forces is their ability to either allow or restrict the translation and rotation of attached members. In the context of this question, the force developed by a support does not allow the translation of its attached member.
Translation and Rotation
When a force is applied to an object, it can cause the object to move or translate. Translation refers to the linear motion of an object from one point to another without any change in its orientation. For example, when a force is applied to push a box across the floor, the box translates from one location to another without rotating.
On the other hand, rotation refers to the circular or angular motion of an object around a fixed point. When a force is applied in a way that causes an object to rotate, the object will pivot around a specific point or axis. For instance, when a force is applied to one end of a seesaw, the seesaw rotates around its support point.
Force and Support
A support is a structure or component that provides stability and resistance to external forces acting on an object. In the context of centroid determination, a support restricts the translation of its attached member. This means that the support prevents the attached member from moving or translating in any direction.
Example
Consider a simple example of a beam supported by two fixed supports at both ends. When a force is applied to the beam, it cannot translate or move in any direction because of the support. The supports provide a reaction force that counteracts the applied force, creating an equilibrium and preventing any translation.
However, it is important to note that while the support restricts translation, it does not restrict rotation. The beam is free to rotate around the supports, allowing for angular movement.
Conclusion
In centroid determination, the calculation of forces and their properties is crucial. The force developed by a support restricts the translation of its attached member, ensuring that the object remains in equilibrium and does not move in any direction. This understanding of forces and their effects on objects is fundamental in mechanical engineering and other related fields.
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Centroid determination involves the calculations of various forces. In that forces are having various properties. That is force is developed by a support that not allows the ________ of its attached member.a)Translationb)Rotationc)Additiond)SubtractionCorrect answer is option 'A'. Can you explain this answer?
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