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Intel ODE Solver Library  Functions list: rkm9st(5), mk52lfn(5), mk52lfa(5), rkm9mkn(5), rkm9mka(5).rkm9st(init, x1, x2, intvls, D) A specialized routine for solving non-stiff and middle-stiff ODE systems using the explicit method, which is based on the 4th order Merson’s method and the 1st order multistage method of up to and including 9 stages with stability control. mk52lfn(init, x1, x2, intvls, D) A specialized routine for solving stiff ODE systems using the implicit method based on L-stable (5,2)-method with the numerical Jacobi matrix, which is computed by the routine. mk52lfa(init, x1, x2, intvls, D) A specialized routine for solving stiff ODE systems using the implicit method based on L-stable (5,2)-method with numerical or analytical computation of the Jacobi matrix. The user must provide a routine for this computation. rkm9mkn(init, x1, x2, intvls, D) A specialized routine for solving ODE systems with a variable or a priori unknown stiffness; automatically chooses the explicit or implicit scheme in every step and computes the numerical Jacobi matrix when necessary. rkm9mka(init, x1, x2, intvls, D) A specialized routine for solving ODE systems with a variable or a priori unknown stiffness; automatically chooses the explicit or implicit scheme in every step. The user must provide a routine for numerical or analytical computation of the Jacobi matrix. Arguments: - init is either a vector of n real initial values, where n is the number of unknowns (or a single scalar initial value, in the case of a single ODE). - x1 and x2 are real, scalar endpoints of the interval over which the solution to the ODE(s) is evaluated. Initial values in init are the values of the ODE function(s) evaluated at x1. - intvls is the integer number of discretization intervals used to interpolate the solution function. The number of solution points is the number of intervals + 1. - D is a vector function of the form D(x,y) specifying the right-hand side of the system  iode.examples.sm (205kb) downloaded 206 time(s). iode.kinetic1.sm (8kb) downloaded 119 time(s). iode.kinetic2.sm (15kb) downloaded 94 time(s). iode.kinetic3.sm (15kb) downloaded 98 time(s). iode.integrate.sm (11kb) downloaded 108 time(s). iode.test1.sm (23kb) downloaded 103 time(s). iode.test2.sm (23kb) downloaded 95 time(s). iode.Amplitude detector.sm (21kb) downloaded 107 time(s). Box_models.sm (101kb) downloaded 79 time(s). iode.examples.pdf (417kb) downloaded 173 time(s). iode.kinetic1.pdf (75kb) downloaded 94 time(s). iode.kinetic2.pdf (91kb) downloaded 72 time(s). iode.kinetic3.pdf (89kb) downloaded 74 time(s). iode.integrate.pdf (89kb) downloaded 82 time(s). iode.test1.pdf (117kb) downloaded 78 time(s). iode.test2.pdf (122kb) downloaded 73 time(s). iode.Amplitude detector.pdf (148kb) downloaded 79 time(s). Box_models.pdf (146kb) downloaded 65 time(s).Documents: Intel ODE Solver Library Reference Manual (2018).pdf (240kb) downloaded 68 time(s).See also: ● Mathcad Toolbox● DotNumerics● SADEL● Matlab C++ Math Library● OSLO● lsoda● GNU Scientific Library (GSL)Edited by user 14 July 2022 12:48:44(UTC)
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Russia ☭ forever (git.io/vOZo0) Viacheslav N. Mezentsev |
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on 01/02/2019(UTC), on 01/02/2019(UTC), on 01/02/2019(UTC)
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