nonlinear equation造句(1) We have noted that chaotic behaviour can arise only for systems governed by non-linear equations.
(2) In this paper, for solving this nonlinear equation, a numerical iterative algorithm is proposed, its convergence is proven, and the high limit of maximum iterative step is given.
(3) Algorithm of solve nonlinear equation was ameliorate to decrease the amount of computing.
(4) The nonlinear equation for remote sensing of water vapor was linearized by means of variation method. The effective range of linearized equation is examined.
(5) Boundary layer phenomena of third - order nonlinear equation is studied in this paper.
(6) For longer laser pulses, the nonlinear equation does not work any more.
(7) The iterative algorithm of solving nonlinear equation by conic is proposed and an approximate error formula near the solution is given.
(8) A nonlinear equation of fluid - solid coupling for vibration of hydraulic - turbines was developed based on element method.
(9) WaxmanSmits (WS) equation is an evolution of Acrhie equation for shaly sands, and it is a nonlinear equation.
(10) The composed programme uses successive substitution method to solve nonlinear equation group, and provides the influence distance conception of the linear recharge boundary and method to determine it.
(11) By introducing double parameter transformation , the explicIt'solitary wave solutions for a nonlinear equation are obtained.
(12) Given the stability, error estimate and numerical experiments for the nonlinear equation of second order backward difference(4)Given the weighted of second order convolution quadrature.
(13) By introducing double parameter transformation, the explicit solitary wave solutions for a nonlinear equation are obtained.
(14) The equation describing charge distribution in oil is a nonlinear equation with no accurate analytical solution.
(15) The formula of waveform distortion is obtained by the approximate result expression of nonlinear equation about ultra low frequency standard vibrator with this kind of emulsion pipe spring.
(16) Spatiotemporal instability in the planar nonlinear dielectric waveguide is analyzed by nonlinear equation, and the expression of Modulation instability(MI) gain in Raman Scattering is obtained.