convention, they could have picked either direction.
When a lever is balanced, the clockwise torque must equal the counterclockwise torque. This means that the product of the force applied and the distance from the pivot point must be the same on both sides of the lever.
Anti-clockwise torque is considered positive because it causes an object to rotate in the counter-clockwise direction. In physics, the convention is to assign a positive value to any torque that tends to cause a counterclockwise rotation and a negative value to any torque that tends to cause a clockwise rotation. This convention allows for consistency in calculating and analyzing rotational motion.
Clockwise torque is negative because it causes an object to rotate in the opposite direction as the conventionally defined positive direction. When a torque is applied clockwise, it produces a rotational motion that is deemed negative in terms of the reference frame used to define positive rotation.
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.
Clockwise, top rotating to the right, and counterclockwise, top rotating to the left is only a perspective based on the position of the observer. The torque is the rotational force of the rotating object. Most often the perspective of the observer is from the driving end of a shaft facing the driven machine. The amount of torque at a given speed of the driving machine (engine or motor) is mechanically converted into work by the driven machine (generator, pump, compressor...etc.).
When a lever is balanced, the clockwise torque must equal the counterclockwise torque. This means that the product of the force applied and the distance from the pivot point must be the same on both sides of the lever.
Anti-clockwise torque is considered positive because it causes an object to rotate in the counter-clockwise direction. In physics, the convention is to assign a positive value to any torque that tends to cause a counterclockwise rotation and a negative value to any torque that tends to cause a clockwise rotation. This convention allows for consistency in calculating and analyzing rotational motion.
Newton-Meters
Clockwise torque is negative because it causes an object to rotate in the opposite direction as the conventionally defined positive direction. When a torque is applied clockwise, it produces a rotational motion that is deemed negative in terms of the reference frame used to define positive rotation.
It makes a positive.
Yes..
negative1
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.
Anticlockwise equilibrium refers to a state where the net torque acting on an object causes it to rotate counterclockwise, while clockwise equilibrium refers to a state where the net torque causes the object to rotate clockwise. In both cases, the object is in rotational equilibrium because the torques are balanced and there is no angular acceleration.
Clockwise, top rotating to the right, and counterclockwise, top rotating to the left is only a perspective based on the position of the observer. The torque is the rotational force of the rotating object. Most often the perspective of the observer is from the driving end of a shaft facing the driven machine. The amount of torque at a given speed of the driving machine (engine or motor) is mechanically converted into work by the driven machine (generator, pump, compressor...etc.).
If you have negetive 7 and you multiply it by 3 you are just adding negetive 7 three times so it remains negetive
It is -16.4 and the word is negative, not negetive.