rotating frame of reference
rotating reference frame

The force is generated in a mass moving within a rotating frame of reference.

Motion with respect to a rotating frame of reference.

This difference is what the Coriolis effect accounts for in the rotating frame of reference.

To be precise, is the flow velocity as observed in the rotating frame of reference.

Sometimes the state of motion is emphasized, as in rotating frame of reference.

This is called the rotating frame of reference.

The offset is because, in this argument, the Earth's rotating frame of reference is being used.

An example would be a rotating frame of reference used to deal with a rotating object.

It's just imposing a rotating frame of reference.

That paper considered the supplementary forces that are detected in a rotating frame of reference.

Her early research studied quantum field theory in curved space, including a treatment of rotating frames of reference.

In a rotating frame of reference, it is easier to understand the behaviour of the nuclear magnetization M.

He is best known for his work on the supplementary forces that are detected in a rotating frame of reference, leading to the Coriolis effect.

I don't know what happens to a body of water in a rotating frame of reference, at one-tenth gravity, but it should be interesting.

Guess kids these days just can't tell their gravity from their rotating frame of reference.' '

(Although they do appear to change when viewed from a rotating viewpoint: see rotating frame of reference.)

When Newton's laws are transformed to a rotating frame of reference, the Coriolis force and centrifugal force appear.

Similar principles in a rotating frame of reference apply to wind mill sails and wind turbine blades, which are also wind-driven.

In meteorology and oceanography, it is convenient to postulate a rotating frame of reference wherein the Earth is stationary.

Then in the rotating frame of reference, the equation of motion for the longitudinal nuclear magnetization, M(t) simplifies to:

Coriolis forces resulting from linear motion of these appendages are detected within the rotating frame of reference of the insects' bodies.

The description of this system next is presented from the viewpoint of an inertial frame and from a rotating frame of reference.

The electron moves in a rotating frame of reference, and this additional precession of the electron is called the Thomas precession.

Different positions in a rotating frame of reference have different velocities (as seen from an inertial frame of reference).

With this new (inertial or fictitious force) the net force on the stone is zero and the stone remains stationary in the rotating frame of reference.

The surface of the Earth is a rotating reference frame.

This effect results from the fact that an observer on Earth is in a rotating reference frame.

Perhaps the most commonly encountered rotating reference frame is the Earth.

The Coriolis force exists only when one uses a rotating reference frame.

Examples of conservative body forces include gravity and the centrifugal force in a rotating reference frame.

We shift to the rotating reference frame using and the equation for becomes:

They caught up with the rotating reference frame, leaving the particle apparently moving only along a fixed, radial line.

In other words, to handle the laws of motion in a rotating reference frame:

The Coriolis effect causes subtle trajectory variations caused by a rotating reference frame.

This is akin to introducing fictitious forces when describing a body's motion in a rotating reference frame.

Rotating reference frames are characterized by three fictitious forces:

The vibration, though it is not completely circular, provides the rotating reference frame which gives rise to the Coriolis effect.

See Ehrenfest paradox for application of the same formula to a rotating reference frame in flat space-time.

The Coriolis effect gives an apparent force that acts on objects that move relative to a rotating reference frame.

Consider a body (for example a fixed volume of atmosphere) at latitude moving at velocity in the earth's rotating reference frame.

The idea is that the local motion of a rotating reference frame is determined by the large-scale distribution of matter in the universe.

If they pull their hand inward toward their body, from the perspective of the rotating reference frame, they have done work against the centrifugal force.

In a rotating reference frame, the centrifugal force for a given amount of angular momentum acts like an inverse-cube repulsion.

The alternative to the Schrödinger picture is to switch to a rotating reference frame, which is itself being rotated by the propagator.

Each matrix is meant to represent the composition of intrinsic rotations (around the axes of the rotating reference frame).

Its modern conception as a fictitious force arising in a rotating reference frame evolved in the eighteenth and nineteenth centuries.

Centrifugal force (rotating reference frame)

Another example of such a fictitious force associated with rotating reference frames is the centrifugal effect, or centrifugal force.

Relaxation, Bloch equations, Rotating reference frame.

The geostrophic equations are a simplified form of the Navier-Stokes equations in a rotating reference frame.