Sentence examples for and the constant coefficient from inspiring English sources

Clearly the (lambda^{2}) coefficient and the constant coefficient are positive.

When the bottom section area and the constant coefficient of friction are given, the optimal body has a plane windward surface positioned at the angle of attack to the undisturbed flow.

For ε ′, B tan that represents anti-sunward energy flux is used instead of B of the original form of ε (dash is added to differentiate, but the result is almost the same), and the constant coefficient (e.g., contact length at the magnetopause l 0= 7 to 10 R E ) is not included.

Thus equation (A1.50) holds, where A 24 − 27 is determined by putting equations (A1.50, A1.16b) into equation (A1.41d), and the constant coefficient A 28 is determined by the initial condition K 0 m p − (1232 ).

Substituting A k, B k, and D k of equations (A1.17– A1.19) into equations (A1.16a– A1.16d), we obtain β t (123 ) = Q [ C 4 − 7 (λ 4 − 7 t ) T ], (A1.20 where Q is given by equation (A1.13), and the constant coefficient C 4 − 7 is determined by the initial condition β 0 (123 ) and it is given by equation (A1.14).

The black line is the line that best fits the mean values Table 1 Mean and standard deviation of the difference between the observed and estimated magnitudes and the constant coefficients of a and b   Time window (s) (tau_{text{P}}^{ hbox{max} }) (tau_{text{c}}) (tau_{text{fcwt}}).

One of the classical Boussinesq equations takes the form u_{tt}=-au_{xxxx}+u_{xx}+betabigl u^{2}=-au_{xxxx}+u_{xx}+betabigl u^{2is an elevation of the free surface of fluid, and the constant coefficients a and β depend on the depth of fluid and the characteristic speed of long waves.

was derived by Boussinesq [1] in 1872 to describe shallow water waves, where u ( x, t ) is an elevation of the free surface of fluid and the constant coefficients α and β depend on the depth of fluid and the characteristic speed of long waves.

In which R and F.S are the reliability and safety factor values for any structural element in the tunnel support system and c is the constant coefficient of linear correlation.

The constant coefficient and the quadratic coefficient are always positive.

Garland Jr. and Ives [24] proposed that the formulation of regression in terms of independent contrasts is possible by the removal of the constant coefficient and the reformulation of independent contrasts in order to generate confidence and prediction intervals.