Sentence examples for the given force from inspiring English sources

Load the Fourier-transformed fields into the given force object (replacing any values currently there) from an HDF5 file of the given name (without the ".h5" suffix) (the current filename-prefix is prepended automatically).

Save the Fourier-transformed fields corresponding to the given force object in an HDF5 file of the given name (without the ".h5" suffix) (the current filename-prefix is prepended automatically).

In Kant's particular version of the balancing argument, the universal fact is the constancy of mass density in a control volume; and the given force is "original repulsion," whose existence he proves in Proposition 4).

With the given force we can simply drive an expression for acceleration: begin{aligned} a=frac{f^{a}_{text {EM}}}{m} end{aligned} (18)But the right hand side depends on acceleration too!

The maximum force vector can be expressed by the length of the arrowed vector (arrow in Figure 1B) situated inside the force polytope (rhomboidal shaped box in Figure 1B) along the given force line.

( f_{i} ) is generalized forces that contain all the given forces in the system acting along the coordinates such as: ( f_{i} = left[ {begin{array}{*{20}c} {F_{1} } & {F_{2} } & 0 & {tau_{text{L}} } & {tau_{text{R}} } end{array} } right] ).

In this article, under the proof-frame of [2, 11], we investigate the global behavior of weak solutions of the problem (1 - 3) for (gamma= 5/3) under the assumption of small mass depending on the given forces.

It turns out that the solution of this problem does exist in the form of a double layer potential if, and only if, the given forces are balanced on each connected component of the boundary.

Under the condition of a small mass depending on the given forces, we prove the existence of bounded absorbing sets of weak solutions, and thus we further get global bounded trajectories and global attractors to the weak solutions.

As we shall see, in an (m + 1 -connected domain this is possible if, and only if, the given forces are balanced on each connected component Σ j of the boundary.

We assumed that the line of given force was tilted forward relative to the perpendicular line to the female axis.