Sentence examples for computing electric from inspiring English sources

The theoretic model which was established from computing electric field and the analysis of forces on the particles was used to write a program by MATLAB language.

In this paper, a numerical procedure for computing electric and magnetic fields in a three-dimensional space using the constrained interpolation profile (CIP) method is presented.

Then, this method is applied to computing electric and magnetic fields, which are generated by a current wave propagating upward along a vertical lightning return-stroke channel.

Figure 3a showed the distribution of the computed electric field vector near the tips of the nanowire array model at 0.9 V.

According to the distribution of the computed electric field vector at 0.9 V, the intense region of the electric field was from about 0.08 to 0.12 at the growth tip.

When the applied voltage was changed to 0.5 V from 0.9 V, the distribution of the computed electric field vector near the tips of the nanowire array model was shown in Figure 3b.

Comparing the SEM image of the nanostructures and the distribution of the computed electric field vector, the suitable field intensity range of the nucleation regions should be from 0.082536 to 0.123804.

A quasi-static approach is presented to compute electric field radiated by a lightning return stroke above the sea-land structure modeled as a dielectric half space with a perfectly conducting half plane situated in its interface.

The scheme maintains the ∇·B="0 constraint by solving a set of discrete induction equations using the standard CT approach, where the accuracy of the computed electric field directly influences the quality of the magnetic field solution.

In order to apply the adjoint state of the Poisson equation in the resistivity inverse problem, we introduce an apparent electric field defined as the dot product between the computed electric field vector and a weighting factor and then defining a virtual source to compute the partial derivative of the electric field vector.

Computing the electric eddy currents in non-linear materials, such as superconductors, is not straightforward.