displacement vector वाक्य
उदाहरण वाक्य
मोबाइल
- The time derivative of the displacement vector is the velocity vector.
- From the definition, it is clear that a displacement vector is a polar vector.
- This is achieved by transforming a displacement vector and adding this to the previous point:
- :Your confusion arises because you're viewing null four-vectors as being displacement vectors.
- Now consider an 8-fold rotation, and the displacement vectors between adjacent points of the polygon.
- Non-magnetic beads are usually also added to the sample as a reference to provide a background displacement vector.
- Thus the addition of displacement vectors expresses the composition of these displacement actions and scalar multiplication as scaling of the distance.
- The equation for the ellipsoid is constructed using the electric displacement vector " D " and the dielectric constants.
- The new displacement vector becomes a new search vector, and is added to the end of the search vector list.
- Where "'d "'is the displacement vector pointing from the negative charge to the positive charge.
- When, the displacement vector of the centre from the reference point and the radius squared may be found as follows.
- 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.
- 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.
- Similarly, the partial differentiation of the displacement vector with respect to the spatial coordinates yields the " spatial displacement gradient tensor ".
- 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 velocity vector is a displacement vector ( a polar vector ) divided by time ( a scalar ), so is also a polar vector.
- The displacement vectors for that affine space are the solutions of the corresponding " homogeneous " linear system, which is a linear subspace.
- A displacement vector can be defined as the " action " of uniformly translating spatial points in a given direction over a given distance.
- 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.
- "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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