Centrifugal Force

Centrifugal force (from Latin centrum, meaning "center", and fugere, meaning "to flee") is the apparent force that draws a rotating body away from the center of rotation. It is caused by the inertia of the body as the body's path is continually redirected. In Newtonian mechanics, the term centrifugal force is used to refer to one of two distinct concepts: an inertial force (also called a "fictitious" force) observed in a non-inertial reference frame, and a reaction force corresponding to a centripetal force.

The term is also sometimes used in Lagrangian mechanics to describe certain terms in the generalized force that depend on the choice of generalized coordinates.

The concept of centrifugal force is applied in rotating devices such as centrifuges, centrifugal pumps, centrifugal governors, centrifugal clutches, etc., as well as in centrifugal railways, planetary orbits, banked curves, etc. These devices and situations can be analyzed either in terms of the fictitious force in the rotating coordinate system of the motion relative to a center, or in terms of the centripetal and reactive centrifugal forces seen from a non-rotating frame of reference; these different forces are equal in magnitude, but centrifugal and reactive centrifugal forces are opposite in direction to the centripetal force.

Read more about Centrifugal Force:  History of Conceptions of Centrifugal and Centripetal Forces, Fictitious Centrifugal Force, Reactive Centrifugal Force, Fictitious vs. Reactive Force, Use of The Term in Lagrangian Mechanics

Other articles related to "force, centrifugal force, forces, centrifugal forces":

Tea Leaf Paradox - Explanation
... maintain this curved path, a centripetal force in towards the center is needed (similar to the tension in a string when spinning a bucket over your head) ... There the centrifugal force is weaker and cannot overcome the pressure gradient, so these pressure differences become more important for the water flow ... Because of the centrifugal force, the pressure is higher along the rim than in the middle ...
Centrifugal Force - Use of The Term in Lagrangian Mechanics
... Within this formulation the motion is described in terms of generalized forces, using in place of Newton's laws the Euler–Lagrange equations ... Among the generalized forces, those involving the square of the time derivatives {(dqk   ⁄ dt )2} are sometimes called centrifugal forces ... For the particular case of single-body motion found using the generalized coordinates in a central force, the Euler–Lagrange equations are the same equations found using Newton's second ...
Eötvös Experiment - Eötvös' Original Experiment
... or "lab frame", which is not an inertial frame of reference), the primary forces acting on the balanced masses are the string tension, gravity, and the centrifugal force due to the rotation of ... The centrifugal force is calculated by Newton's laws of motion and depends on inertial mass ... The experiment was arranged so that if the two types of masses were different, the two forces will not act in exactly the same way on the two bodies, and over time the rod will ...
Centrifical Force - Fictitious vs. Reactive Force - Example
... The properties of the two forces in the above Table are illustrated by an example shown in the figure ... in the ground, and the string is considered too light-weight to affect the forces ... diagram, an "exploded" engineering depiction of the different parts with the forces on each shown separately ...
CENBOL - Centrifugal Force
... Because centrifugal force l2/r3 increases very rapidly compared to the gravitational force (which goes as 1/r2) as the distance r decreases, matter feels increasing centrifugal force as it approaches a ...

Famous quotes containing the words force and/or centrifugal:

    Rich are the sea-gods:Mwho gives gifts but they?
    They grope the sea for pearls, but more than pearls:
    They pluck Force thence, and give it to the wise.
    Every wave is wealth to Daedalus,
    Wealth to the cunning artist who can work
    This matchless strength. Where shall he find, O waves!
    A load your Atlas shoulders cannot lift?
    Ralph Waldo Emerson (1803–1882)

    Travel is like adultery: one is always tempted to be unfaithful to one’s own country. To have imagination is inevitably to be dissatisfied with where you live. There is in men, as Peter Quennell said, “a centrifugal tendency.” In our wanderlust, we are lovers looking for consummation.
    Anatole Broyard (1910–1990)