General condition of equilibrium of a rigid body is
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A rigid body is said to be in mechanical equilibrium, if both its linear momentum and angular momentum are not changing with time. In other words, the body is in mechanical equilibrium when it has neither linear acceleration nor angular acceleration.This means the conditions for equilibrium can be expressed as the following:
conditions for equilibrium
(1) The total or net force i.e. the vector sum of all the forces, on the rigid body is zero.
(2) The total Torque i.e. the vector sum of the torques on the rigid body is zero.
Hope it helps you!
Here's your answer!!
A rigid body is said to be in mechanical equilibrium, if both its linear momentum and angular momentum are not changing with time. In other words, the body is in mechanical equilibrium when it has neither linear acceleration nor angular acceleration.This means the conditions for equilibrium can be expressed as the following:
conditions for equilibrium
(1) The total or net force i.e. the vector sum of all the forces, on the rigid body is zero.
(2) The total Torque i.e. the vector sum of the torques on the rigid body is zero.
Hope it helps you!
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Answer:
1. The sum of of all the torques that acts along the body due to the external forces acting on it must be zero.. . 2. The sum of all the forces in their respective vector forms that are acting on the rigid body must be zero...
Explanation:
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