radial acceleration

Radial acceleration is used when calculating the total force.

The increased radial acceleration increased the sensation of weight.

He let the radial acceleration press him past the skin of the cylinder and into the harder vacuum of space.

The only acceleration responsible for keeping an object moving in a circle is the radial acceleration.

Radial acceleration is still equal to .

The radial force ƒ(r) per unit mass is the radial acceleration a defined above.

"The energy readings are sporadic and indeterminate, but they could indicate extreme radial acceleration under full impulse power.

Warp at zero radial acceleration.

"The rotation of the planet gives us some radial acceleration to act in place of gravity, to probably forty-five degrees above and below the equator.

This acceleration is a radial acceleration since it is always directed toward the centre of the circle and takes the magnitude:

In uniform circular motion, total acceleration of an object in a circular path is equal to the radial acceleration.

The fluid experiences both radial acceleration and lift and exits the impeller somewhere between 0 and 90 degrees from the axial direction.

Equivalently, the radial acceleration vector () may be calculated from the object's angular velocity , whence:

In order to keep following the surface curvature of the planet he had to activate a radial acceleration in order not to be driven out into deep space.

Since there is a non-zero tangential acceleration, there are forces that act on an object in addition to its centripetal force (composed of the mass and radial acceleration).

To find the total acceleration of an object in non uniform circular, find the vector sum of the tangential acceleration and the radial acceleration.

In the electron storage ring or synchrotron, a magnetic field constrains electrons to follow a circular path and the radial acceleration of the electrons causes electromagnetic radiation to be emitted forward.

Apart from the above physical arguments, of course, the derivation above, based upon application of the mathematical rules of differentiation, shows the radial acceleration does indeed consist of the two terms .

Reginald Bell held his course for two minutes, then pulled his machine around again groaning under the pressure he suffered as the radial acceleration exceeded the value which could be compensated by the neutralizer in the destroyer.

Using the Schwarzschild basis, a frame field for the Schwarzschild metric, one can find that the radial acceleration required to hold a test mass stationary at a Schwarzschild coordinate of r is:

The equation of hydrostatic equilibrium may need to be modified by adding a radial acceleration term if the radius of the star is changing very quickly, for example if the star is radially pulsating.

A second test asks the question: "Do photons and particles 'fall at the same rate' and uses the fact that the Earth is in free fall around the Sun, with a radial acceleration of about 0.01 m/s2.

In classical mechanics, the Euler acceleration (named for Leonhard Euler), also known as azimuthal acceleration or transverse acceleration, is the fictitious tangential force that is felt as a result of any radial acceleration.

This root sum of squares of separate radial and tangential accelerations is only correct for circular motion; for general motion within a plane with polar coordinates , the Coriolis term should be added to , whereas radial acceleration then becomes .

In this analysis, is the drift velocity at which dynamic equilibrium is attained - the drag friction generated by the movement of the particle through the fluid balances the centrifugal force of the rotation and the particle has no radial acceleration, traveling at a constant velocity.