Sentence examples for coefficients in the case of from inspiring English sources

This model is also able to estimate the dispersion coefficients in the case of a multi-horizontal nozzle distributor.

The differential equations have variable coefficients in the case of shell geometries because of the curvature terms which depend on the thickness coordinate z.

On the other hand, due to the large imbalance between the nonlinear optical coefficients in the case of trigonal LT (Methods section), the SHG intensity is strongly affected by the DW types and their relative orientation with respect to the photon analyzer and polarizer angles.

Motivated by an experiment design problem (should one excite the two inputs simultaneously or separately), we examine the effect of the (second) input signal on the variance of the various polynomial coefficients in the case of FIR, ARX, ARMAX, OE and BJ models.

The following theorem provides a formula for (R a,X)) coefficients in the case of Orlicz sequence spaces (l_{Phi,p}).

The parity data rates allocated to the motion information and the transform coefficients, in the case of FBEUP, are shown in Table 2. Figures 13, 14, and 15 depict the results for the dynamic packet loss case.

From the derived analytical expressions of the NMR signals fitted to the recorded data, we can determine a generalized dispersion coefficient in the case of super dispersion.

The congestion level is found to be approximately correlated with the network clustering coefficient in the case of random traffic, whereas in the case of gravity traffic such a correlation is not a trivial one.

The accuracy of the knowledge of mass transfer parameters (effective moisture diffusivity, mass transfer Biot number and mass transfer coefficient) in the case of frying food, is essential and important for designing, modeling and process optimization.

An exact solution to the viscosity correction factor was obtained which shows that the Sieder-Tate correction factor over-predicts the heat transfer coefficient in the case of cold wall (cooling) and does not hold properly for hot wall (heating).

The calculation involves first a one-dimensional Fourier sine or cosine transform followed by evaluation of the coefficient of the Chebyshev series of the Fourier-transformed function in the case of the Bessel function and evaluation of the Legendre expansion coefficient in the case of the spherical Bessel function.