displacement vector वाक्य
उदाहरण वाक्य
मोबाइल
- The difference between the two displacement vectors, \ vec r _ B-\ vec r _ A, represents the location of B as seen from A.
- The distance d between P and Q, or the length of the displacement vector \ overrightarrow { P Q } = ( x, y, z ), is
- Likewise, it makes sense to add a displacement vector to a point of an affine space, resulting in a new point translated from the starting point by that vector.
- With this in mind we may then define a " position vector " of a point in space as the displacement vector mapping a given origin to that point.
- A " displacement field " is a vector field of all displacement vectors for all particles in the body, which relates the deformed configuration with the undeformed configuration.
- However, instead of calculating up the distances between subsequent points, we need to calculate their displacement vectors, ? "'r " "'i ".
- For some purposes it is desirable to identify tangent vectors at a point with " displacement vectors " at, which is, of course, admissible by essentially the same canonical identification.
- There are six independent components of the stress tensor which need to be determined, yet in the displacement formulation, there are only three components of the displacement vector which need to be determined.
- Moreover, the equation allow us to calculate the natural frequency only if the eigenvector ( as well as any other displacement vector ) \ textbf { u } _ { m } is known.
- The constraints on the strain tensor are derivable directly from the definition of the strain tensor as a function of the displacement vector field, which means that these constraints introduce no new concepts or information.
- It may be also called a displacement vector if "'p "'and "'q "'represent two positions of the same point at two successive instants of time.
- In an affine space, there are instead " displacement vectors ", also called " translation " vectors or simply " translations ", between two points of the space.
- In this case, the elements of the vector space may be viewed either as " points " of the affine space or as " displacement vectors " or " translations ".
- The vector joining the positions of a particle in the undeformed configuration P _ i \, \ ! and deformed configuration p _ i \, \ ! is called the Lagrangian description of the displacement vector:
- If the force is perpendicular to the displacement vector "'r "', the moment arm will be equal to the distance to the centre, and torque will be a maximum for the given force.
- In geometry, the "'line element "'or "'length element "'can be informally thought of as a line segment associated with an infinitesimal displacement vector in a metric space.
- Where \ vec u ( \ vec r ) is the displacement vector field, and \ vec s _ 0 and \ vec s _ { h } are the directions of the incident and diffracted beam, respectively.
- Finally, for a better understanding of the Eckart frame it may be useful to remark that it becomes a principal axes frame in the case that the molecule is a rigid rotor, that is, when all " N " displacement vectors are zero.
- In which ? i is the relative permittivity along the x, y, or z axis, and R is the reduced displacement vector defined as D i / " 8?W in which D i is the electric displacement vector and W is the field energy.
- In which ? i is the relative permittivity along the x, y, or z axis, and R is the reduced displacement vector defined as D i / " 8?W in which D i is the electric displacement vector and W is the field energy.
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