no . with only a single force present, the body would accelarate infinitly in the direction of that force.
No, a body cannot be in equilibrium while revolving clockwise under the action of a single torque. In order to be in equilibrium, the net torque acting on the body must be zero, which is not the case when a single torque is causing the body to rotate.
if only a single nonzero force acts on an object, its motion will change and will not be in mechanical equilibrium. There would have to be other forces to result in a zero net force for equilibrium.
First condition for equilibrium. Insofar as linear motion is concerned, a body is in equilibrium if there is no resultant force acting upon it, that is if the vector sum of all the forces is zero. This condition is satisfied if the vector polygon representing all the external forces acting on the body is a closed figure.Equilibrant of a Set of Forces: This is defined as that single force that must be applied to keep a body in equilibrium when it is under the action of other forces. This equilibrant (sometimes called anti-resultant) must be equal in magnitude and opposite in direction to the resultant of the applied forces.http://blog.cencophysics.com/2009/08/composition-resolution-concurrent-forces-vector-methods/
A body to be in equilibrium means that the net forces ( resultant force ) acting on the body is "Zero".This can occur in two cases :-When bodies at rest, e.g. , a parked car, a box at rest ... ( usually the downward weight balances the upward reactions ).When a body is moving with uniform speed in a straight line , e.g. , a car or a plane moving with uniform speed in a straight line ... ( usually the driving force of engine balances the force of friction or drag force ).If a body is in equilibrium under the action of several parallel forces, it must satisfy two conditions :-The sum of the forces in one direction MUST equal the sum of the forces in the opposite direction.The principle of moments must apply . It states that : "The sum of anticlockwise moments about any point is equal to the sum of the clockwise moments about that point" .( If there is no equilibrium , i.e. there is a resultant moment/force different from "Zero"; the resultant moment/force produces rotation/acceleration of the system or body. )
A force frame is a coordinate system where forces acting on an object are analyzed. It is used to determine the net force acting on an object in different directions and facilitate the calculation of resulting motion or equilibrium. Force frames are essential in engineering, physics, and mechanics for understanding the dynamics of objects under the influence of various forces.
No, a body cannot be in equilibrium while revolving clockwise under the action of a single torque. In order to be in equilibrium, the net torque acting on the body must be zero, which is not the case when a single torque is causing the body to rotate.
if only a single nonzero force acts on an object, its motion will change and will not be in mechanical equilibrium. There would have to be other forces to result in a zero net force for equilibrium.
Yes..
According to Lami's theorem, if a particle under the simultaneous action of three forces is in equilibrium, then each force has a constant ratio with the sine of the angle between the other two forces.
First condition for equilibrium. Insofar as linear motion is concerned, a body is in equilibrium if there is no resultant force acting upon it, that is if the vector sum of all the forces is zero. This condition is satisfied if the vector polygon representing all the external forces acting on the body is a closed figure.Equilibrant of a Set of Forces: This is defined as that single force that must be applied to keep a body in equilibrium when it is under the action of other forces. This equilibrant (sometimes called anti-resultant) must be equal in magnitude and opposite in direction to the resultant of the applied forces.http://blog.cencophysics.com/2009/08/composition-resolution-concurrent-forces-vector-methods/
A body to be in equilibrium means that the net forces ( resultant force ) acting on the body is "Zero".This can occur in two cases :-When bodies at rest, e.g. , a parked car, a box at rest ... ( usually the downward weight balances the upward reactions ).When a body is moving with uniform speed in a straight line , e.g. , a car or a plane moving with uniform speed in a straight line ... ( usually the driving force of engine balances the force of friction or drag force ).If a body is in equilibrium under the action of several parallel forces, it must satisfy two conditions :-The sum of the forces in one direction MUST equal the sum of the forces in the opposite direction.The principle of moments must apply . It states that : "The sum of anticlockwise moments about any point is equal to the sum of the clockwise moments about that point" .( If there is no equilibrium , i.e. there is a resultant moment/force different from "Zero"; the resultant moment/force produces rotation/acceleration of the system or body. )
when does consumer attain equilibrium under the utility approach
Assuming glucose-6-phosphate is in equilibrium with glucose and phosphate, the equilibrium concentration of glucose-6-phosphate would also be 5mM. This is based on the principle of mass action and the equilibrium constant of the reaction between glucose, phosphate, and glucose-6-phosphate.
The original length of the spring and the modulus of elasticity.
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