Yes, in order for a body to rotate, it must be subjected to a torque. Torque is the rotational equivalent of force, causing objects to rotate around an axis. Without a torque acting on the body, it would not be able to change its rotation.
No. Just as no force is required to keep a moving body moving in a straight lineat constant speed, no torque is required to keep a rotating body rotating at aconstant speed. External torque is present only if the body's rate of rotation ischanging.
No, a rotating body can maintain its rotation without an external torque if it has an initial angular momentum or is in space with no external forces. However, if the body experiences a change in its rotation speed or direction, then an external torque is likely acting upon it.
When there is no torque acting on a rotating body, the angular velocity will remain constant according to the principle of angular momentum conservation. However, if there are any external forces or friction present, they may cause the linear velocity of the body to change.
For a body to be in equilibrium, the net force acting on it must be zero, meaning that the forces in all directions are balanced. Additionally, the net torque (or rotational force) acting on the body must also be zero, ensuring that it is not rotating.
In a perpendicular direction to the rotating body.
No. Just as no force is required to keep a moving body moving in a straight lineat constant speed, no torque is required to keep a rotating body rotating at aconstant speed. External torque is present only if the body's rate of rotation ischanging.
No, a rotating body can maintain its rotation without an external torque if it has an initial angular momentum or is in space with no external forces. However, if the body experiences a change in its rotation speed or direction, then an external torque is likely acting upon it.
In orbital motion, the angular momentum of the system is constant if there is no external torque acting on the system. This is a result of the conservation of angular momentum, where the product of the rotating body's moment of inertia and angular velocity remains constant unless acted upon by an external torque.
When there is no torque acting on a rotating body, the angular velocity will remain constant according to the principle of angular momentum conservation. However, if there are any external forces or friction present, they may cause the linear velocity of the body to change.
For a body to be in equilibrium, the net force acting on it must be zero, meaning that the forces in all directions are balanced. Additionally, the net torque (or rotational force) acting on the body must also be zero, ensuring that it is not rotating.
Carbohydrates are acted on by enzymes in the body to convert them to sugar so the body can use them as fuel.
In a perpendicular direction to the rotating body.
Torque is analogous to force. As Force produces a change in the state of linear motion of a body, Torque produces a change in the state of rotational motion of a body. The unit is newton meter (Nm) and the symbol is tau (τ) For rotational equilibrium, the algebraic sum of the torques acting on a body must be zero. ie. Στ=0
The fastest rotating body in the solar system is the star, Regulus. It has an equatorial rotational velocity of about 288 km/s.
SB acted with her body.. ED acted with her soul !
"acceleration"
When the vector sum of all the forces acting on a body of mass is zero, the body has zero acceleration (that is, the body's centre of mass moves with constant velocity).In a similar fashion, if the net torque on a body is zero, the body has zero angular acceleration (that is, the body's angular velocity remains constant). This is the condition for rotational equilibrium.