Sentence examples for governing electric from inspiring English sources

Exact(1)

This formula is related to a boundary value problem (BVP) governing electric potentials and fields in a proximity of a pore.

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But Mr. Blohm cautioned that the chain of events might have been set off by bad rules governing the electric grid, which led to a transmission line shutting when what was needed was for a generator to shut down.

The Poisson's equation governing the electric potential distribution in the presence of unipolar charge, on the other hand, is of elliptic type and has been conveniently dealt with by the finite-element method or the equivalent for typical boundary-value problems.

Businesses looking to sign renewable energy contracts or even develop their own solar or wind projects often find themselves on a steep learning curve about borrowing money, structuring contracts and understanding the complex rules that govern the electric industry.

Based on the first-order shear deformation theory (FSDT), the Hamilton's principle and the Maxwell equation, this paper presents the coupling equations to govern the electric potential and the displacements of the functionally graded cylindrical shell with surface-bonded PZT piezoelectric layer, and subjected to moving loads.

For higher frequencies, these effects diminish and geometrical features govern the electric field distribution.

The control of such toxins and air pollution is the key feature of environmental regulations governing MSW-fueled electric generation.

Ample literature is devoted to characterization of nonlinear optical properties of ZnO bulk [ 24– 26], and, recently, ZnO nanomaterials, which are mainly governed by the 2nd- [χ(2)] and 3rd- [χ(3)] order electric susceptibilities.

But the August blackout provided new momentum for energy policy and made complex legislation governing the nation's electric power industry a central focus of the energy bill debate.

Consequently, the governing equation for the electric potential is the Laplace equation (Thamita 2012): Delta phi = 0. (4).

In the cylindrical coordinate system, the governing equation for the electric potential ϕ i given by the source (0,z c ) at receiver (r,z) in the i th layer is described as ∂ 2 ϕ i ∂ r 2 + 1 r ∂ ϕ i ∂ r + ∂ 2 ϕ i ∂ z 2 = 0, (2).

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