Sentence examples for the defining equation from inspiring English sources

From the defining equation for an inductor [Eq.(E.3)], we see that the stored magnetic flux in an inductor is analogous to mass times velocity, or momentum.

We rewrite first the defining equation (8) as where γ(t) is the time-dependent total rate of change of the MTS volume with the initial condition γ(0) = α.

Hence, we proceed to state straightforwardly stability definitions for the defining equation (1).

For a fixed value j ∈ N 0, we start from the defining equation a j + 2 P j + 2 ( x ) − x b j + 1 P j + 1 ( x ) + c j P j ( x ) = d j P j + 1 ( x ).

Then it follows from the defining equation (2.8) that (B (a, b ) P, b P ) is a left and right differential comodule over the coalgebras B A i and B B j respectively.

Thus, the defining equation of the height equivalent to a theoretical plate is as follows: HETP = σ 2/L, in which σ is the standard deviation and L the distance traveled.

The theoretical development of the defining equations for the Temperature Scanning methodology and for operation of Temperature Scanning Reactors is presented.

One may reduce the defining equations modulo a prime and count the number of resulting solutions; all this data is wrapped up into a complex analytic function, the Hasse-Weil zeta function.

The defining equations for the canal surface C are (5) F (t ) = 0, F ′ (t ) = 0, where F ′ denotes the derivative with respect to t.

It can only be derived using the defining equations u=[ M]/[ CT], v=([ Y]+[ pM]+[ M])/[ CT] and assigning meanings to the contained entities like M (see above).

Normalization of mij with respect to its maximum in the defining equations above will help quantify the difference in the spatial profile (patterns) in the image, rather than the differences in the magnitude of the off-diagonal elements.