Sentence examples for by using the exponential from inspiring English sources
It differs from XSc6vmekl by by using the exponential of the 6th order Chebyshev polynomial.
It differs from XSc6mekl by by using the exponential of the 6th order Chebyshev polynomial.
An analytical solution of a latent heat storage unit (LHSU) consisting of a shell-and tube was obtained by using the Exponential Integral Function and the variables separation technique.
By using the exponential mean-square stability definition, the stability condition with an H∞ performance is guaranteed for the fuzzy system with the sampled-data fuzzy filter, and its sufficient condition is converted into the linear matrix inequality (LMI) format.
By using the exponential distribution of QWs we could improve the differential efficiency by 42% and the output power by 20% compared to the not strain compensated 10×2 QW design.
Nature might have given up on it early on: 10-37 seconds after the big bang: Darn, lets just do it without limits...! We can define cosine and sine by using the exponential, where the interest rate is the square root of -1.
However, the linear problem given by Eq. (26) can be computed numerically to high precision, for example, by using the (exact) exponential of a finite difference stencil (as it is often done in the context of exponential integrators, for example).
Principle of the sequential strategy is to construct an equivalent deterministic constraint instead of the original probabilistic one, which is realized by using the locally exponential approximation.
For Ψ ∈ L ( X ), define S : = { T ( t ) : t ∈ R + } of bounded linear operators by using the following exponential expression: T ( t ) = e − t Ψ : = ∑ k = 0 ∞ ( − 1 ) k k ! t k Ψ k.
We decided to extrapolate this correlation over 100°C with a quasi constant value by using the following exponential relation: λ w ( T ) = a λ w 1 − b λ w exp − c λ w T − T 1 (17).
Let (L(E)) be the space of all bounded linear operators on E. For (Psiin L(E)), define ({mathcal{F}}:={T t):tin R^) of bounded linear operators by using the following exponential expression: T t) = e^{-t Psi} :=sum_{k=0}^{infty}frac{ -1)^{k}^{infty}frac{ -1}.
