When, the displacement vector of the centre from the reference point and the radius squared may be found as follows.
12.
The displacement vector of a magnetic bead can be determined by subtracting its initial position vector and this background displacement vector from its current position.
13.
The displacement vector of a magnetic bead can be determined by subtracting its initial position vector and this background displacement vector from its current position.
14.
Similarly, the partial differentiation of the displacement vector with respect to the spatial coordinates yields the " spatial displacement gradient tensor ".
15.
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.
16.
The velocity vector is a displacement vector ( a polar vector ) divided by time ( a scalar ), so is also a polar vector.
17.
The displacement vectors for that affine space are the solutions of the corresponding " homogeneous " linear system, which is a linear subspace.
18.
A displacement vector can be defined as the " action " of uniformly translating spatial points in a given direction over a given distance.
19.
Note thus position vectors depend on a choice of origin for the space, as well as displacement vectors depend on the choice of an initial point.
20.
"Slip " is defined as the relative movement of geological features present on either side of a fault plane, and is a displacement vector.
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