### Some articles on *angular, vector, angular velocity vector, velocity, vectors, velocity vector, angular velocity*:

Poinsot's Ellipsoid - Angular Momentum Constraint

... In the absence of applied torques, the

... In the absence of applied torques, the

**angular**momentum**vector**is conserved in an inertial reference frame ... The**angular**momentum**vector**can be expressed in terms of the moment of inertia tensor and the**angular velocity vector**which leads to the equation Since the dot product of and is ... This imposes a second constraint on the**vector**in absolute space, it must lie on an invariable plane defined by its dot product with the conserved**vector**...Velocity - Polar Coordinates

... In polar coordinates, a two-dimensional

... In polar coordinates, a two-dimensional

**velocity**is described by a radial**velocity**, defined as the component of**velocity**away from or toward the origin (also known as**velocity**... The radial and**angular**velocities can be derived from the Cartesian**velocity**and displacement**vectors**by decomposing the**velocity vector**into radial and transverse components ... The transverse**velocity**is the component of**velocity**along a circle centered at the origin where is the transverse**velocity**is the radial**velocity**...Rotating Frames -

... It is defined as the

**Angular Velocity Vector**For A Frame... It is defined as the

**angular velocity**of each of the**vectors**of the frame, in a consistent way with the general definition ... In the case of a frame, the**angular velocity vector**is over the instantaneous axis of rotation ... Thus, the magnitude of the**angular velocity vector**at a given time t is consistent with the two dimensions case ...Polhode

... The curve produced by the

... The curve produced by the

**angular velocity vector**on the inertia ellipsoid, is known as the polhode, coined from Greek meaning "path of the pole" ... The surface created by the**angular velocity vector**is termed the body cone ...Euclidean Vector - Vectors, Pseudovectors, and Transformations

... An alternative characterization of Euclidean

... An alternative characterization of Euclidean

**vectors**, especially in physics, describes them as lists of quantities which behave in a certain way under a coordinate transformation ... A contravariant**vector**is required to have components that "transform like the coordinates" under changes of coordinates such as rotation and dilation ... The**vector**itself does not change under these operations instead, the components of the**vector**make a change that cancels the change in the spatial axes, in the same way that co-ordinates change ...Main Site Subjects

Related Phrases

Related Words