Sentence examples for components of the unit from inspiring English sources

The summations represent overall components of the unit pore.

&quadleft.+, (z+n_{z}delta)^{2}right) = 0, end{aligned} where n x, n y, and n z are the components of the unit normal vector to the surface of the first paraboloid; δ>0.

For evaluation of soil reaction forces on harrow discs the above resistance components were transformed into components of the unit resistance relating to the units of actual working width and depth.

end{aligned} (34) On the curve ∂D we have U_{i, alpha}=n_{alpha}frac{partial U_{i}}{partial n}+ tau_{alpha} frac{partial U_{i}}{partialtau}, where (tau_{alpha}) are components of the unit vector tangent to ∂D and (partial/ partialtau) is the tangential derivative.

The value of ε is determined by comparing the dendrite tip shape with the portion of the equilibrium shape near the growth direction, [001], for anisotropic surface free energy of the form γ=γ0[1+4ε4(n14+n24+n34 ], where the ni are components of the unit normal of the crystal surface.

The non tradable components of the unit costs (for example resources associated with community sensitisation and training) were adjusted based on international dollar differences using purchasing power parity (PPP) adjustment rates, to work out the international dollar equivalent of buying the same amount of goods and services outside Tanzania [29].

Then, the latter component of the unit vector is rotated to the direction of the dip of this triangle, and this rotated vector is assumed to become the dip component of the unit slip.

where r and l are the radius and the length of a component of the unit pore, respectively (Dullien et al. 1977).

In the Business School's Sydney campus it was claimed that some students were engaging in contract cheating by paying a third-party to help them win the simulation component of the Unit, hence gaining full marks (see Table 2).

The angles θ and φ are introduced in the standard form: e x = sinθcosφ, e y = sinθsinφ, and e z = cosθ, where e a is an a-component of the unit vector Because the envelope functions and Coulomb matrix elements are directly proportional to e a and n a, respectively, the angle dependence of should be sensitive to the donor position on the sphere.

The expressions are evaluated, given in terms of the characteristic shell's components of motions (axial, tangential and radial), for the axial and the circumferential component of the unit energy flow; i.e., the energy flow per unit width, along the shell's wall.