Created by Viacheslav N. Mezentsev (viacheslavmezentsev@ya.ru) in the scope of SMath project. Published by Вячеслав Мезенцев.
This is Open Source project. Sources shared under MIT Licence and available in public SVN repository.

Features of Intel ODE Solver Library

Version 0.1.8204.32310

Functions

Additional components that add new mathematical functions to the SMath Studio program, necessary for solving problems from various fields.

  1. mk52lfa("expression")
    (cmd) returns short description for commands: ?|help|cmd|info
  2. mk52lfa("1:function", "2:function", "3:number")
    (ode,y(x),xmax) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  3. mk52lfa("1:function", "2:function", "3:number", "4:number")
    (ode,y(x),xmax,steps) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  4. mk52lfa("1:vector", "2:number", "3:number", "4:number", "5:function")
    (ics,xmin,xmax,steps,D(x,y)) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  5. mk52lfa("1:vector", "2:number", "3:number", "4:number", "5:function", "6:function")
    (ics,xmin,xmax,steps,D(x,y),J(x,y)) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  6. mk52lfn("expression")
    (cmd) returns short description for commands: ?|help|cmd|info
  7. mk52lfn("1:function", "2:function", "3:number")
    (ode,y(x),xmax) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  8. mk52lfn("1:function", "2:function", "3:number", "4:number")
    (ode,y(x),xmax,steps) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  9. mk52lfn("1:vector", "2:number", "3:number", "4:number", "5:function")
    (ics,xmin,xmax,steps,D(x,y)) solving stiff ODE systems using the implicit method based on L-stable (5,2)-method.
  10. rkm9mka("expression")
    (cmd) returns short description for commands: ?|help|cmd|info
  11. rkm9mka("1:function", "2:function", "3:number")
    (ode,y(x),xmax) solving ODE systems with a variable or a priori unknown stiffness.
  12. rkm9mka("1:function", "2:function", "3:number", "4:number")
    (ode,y(x),xmax,steps) solving ODE systems with a variable or a priori unknown stiffness.
  13. rkm9mka("1:vector", "2:number", "3:number", "4:number", "5:function")
    (ics,xmin,xmax,steps,D(x,y)) solving ODE systems with a variable or a priori unknown stiffness.
  14. rkm9mka("1:vector", "2:number", "3:number", "4:number", "5:function", "6:function")
    (ics,xmin,xmax,steps,D(x,y),J(x,y)) solving ODE systems with a variable or a priori unknown stiffness.
  15. rkm9mkn("expression")
    (cmd) returns short description for commands: ?|help|cmd|info
  16. rkm9mkn("1:function", "2:function", "3:number")
    (ode,y(x),xmax) solving ODE systems with a variable or a priori unknown stiffness.
  17. rkm9mkn("1:function", "2:function", "3:number", "4:number")
    (ode,y(x),xmax,steps) solving ODE systems with a variable or a priori unknown stiffness.
  18. rkm9mkn("1:vector", "2:number", "3:number", "4:number", "5:function")
    (ics,xmin,xmax,steps,D(x,y)) solving ODE systems with a variable or a priori unknown stiffness.
  19. rkm9st("expression")
    (cmd) returns short description for commands: ?|help|cmd|info
  20. rkm9st("1:function", "2:function", "3:number")
    (ode,y(x),xmax) solving non-stiff and middle-stiff ODE systems using the explicit method.
  21. rkm9st("1:function", "2:function", "3:number", "4:number")
    (ode,y(x),xmax,steps) solving non-stiff and middle-stiff ODE systems using the explicit method.
  22. rkm9st("1:vector", "2:number", "3:number", "4:number", "5:function")
    (ics,xmin,xmax,steps,D(x,y)) solving non-stiff and middle-stiff ODE systems using the explicit method.