No. They acts on same body. So they do not constitute action-reaction pair.
Always centrifugal is the reaction force for centripetal
The centripetal force is the force with which the centrifuge pushes some object inwards. The opposite force, of course, is the object pushing the centrifuge outwards.
Newton's thrid law states that for an action, there is an equal and opposite reaction, in an inertial reference frame. The bucket at the highest point experiences two types of acceleration. One is gravity pointing downwards. Another is centripetal acceleration, which deters it from moving either to the right or to the left. The centripetal acceleration also points downwards. The bucket, at zero vertical velocity, applies a force on the water, equal to the centripetal force yet inthe reverse direction. Therefore, the water in the bucket feel zero instantaneous force at zero instantaneous velocity. According to newton's first law, it shouldn't fall at that point.
acceleration due to rotation determined by equation: a = (v^2)/r where: v = velocity in a circle (m/s) r = radius (m) a = acceleration (m/s)/s the reaction at the torus wall will be equal to gravity
Orbital motion is a balancing of gravity and the centripetal reaction force of not traveling in a straight line.
Always centrifugal is the reaction force for centripetal
Centrifugal force is a measure of the opposite reaction of a centripetal force.
No. "Action-reaction pair" implies that if an object "A" acts on object "B", then object "B" will also act on object "A". This isn't the case here.
Reactive centrifugal force is not the same thing as centrifugal force. Reactive centrifugal force is the reaction force. It is the reaction force reacting to a centripetal force.
a) Centrifugal force is not even a real force, it is a fictitious force. b) Action and reaction forces act on DIFFERENT objects. If A acts on B, then B acts on A.
There is no outward force of rotational motion. It is a force that is applied inward, towards the center of the circle that the object is traveling around. This is called centripetal force.The perceived outward force, also known as centrifugal force, is actually a reaction force to the inward centripetal force, and is a consequence of Newton's third law of motion - "To every force, there is an equal and opposite reaction force."
Newton 3rd Law which states for every force action there is an equal but opposite reaction force
Is the direction of centripetal force of an object moving in a circle pointing to the center of the circular path? kk
It is true that the centripetal force is directed towards the center of the circle but in addition to the centripetal force there is another force called centrifugal force which is reaction force. The centrifugal force is directed opposite to the centripetal force, i.e.,outward. It is due to this force that we never fall down even when we are upside down. Technically, you are under the same downward acceleration at all times. When you are thrust up by the ride, it takes some time for the downward acceleration to stop the upward movement. That "some time" is your free upside-down ride.
Ans~ C for plato~ reaction mechanism
The term "centrifical" is a word without a definition; some would say a non-existent word. It might have the same definition as "ncauvjnscc" or "oioushc" or any other made up babble you chose to imagine. However, the term has been used enough in common parlance as to associate its meaning with either "centripetal" or "centrifugal". The centripetal force is the force applied to a linearly travelling (straight line) object to make it travel in a curve or to make it rotate about some center point. The force is applied to the object make it move toward that center point. The centrifugal force is referred to as the opposite force to the centripetal force following Newtons Law of equal and opposite reaction. However, this force is a consequence of the inertia of the object (resistance to the circular motion) and acts on the source of the centripetal force, NOT the object experiencing curved motion. The centrifugal force is equal, but opposite, the centripetal force. For instance, a weight on a string attached to an object swung about your head experiences a force applied inward (centripetal force) due to your hand (the center point) applying the force. The string also experiences this force all along its length. Your hand experiences a force applied outward (centrifugal force) due to the weights inertia (resistance to change direction at all points in time as it moves in a circle). The string also experiences this force all along the string. The opposing forces on the string keeps the string in tension. Additionally, your feet share a friction force against the surface you stand on equal to the centripetal force to keep you stationary. So the question remains: which force did you really mean, centripetal or centrifugal?
The centripetal force is the force with which the centrifuge pushes some object inwards. The opposite force, of course, is the object pushing the centrifuge outwards.