Dynamics Solver

Dynamics Solver is a Windows tool whose purpose is to help you solve initial and boundary value problems for continuous and discrete dynamical systems.

The application is able to handle single ordinary differential equations of arbitrary order (including stiff problems), systems of any number of first-order ordinary differential equations, various functional-differential equations and systems, and iterated maps and recurrences in arbitrary dimensions.

The GUI provides a well-structured suite of features. You can access a help manual that provides detailed information about the program’s capabilities.

You may save problems to the disk to a text format so you can easily import data for future adjustments or save them as templates that can be used for other problems.

Dynamics Solver lets you define equations corresponding to a dynamical system and enter information about the initial or boundary conditions. You can make the program wait for a user-defined time period after each solution point is computed and before integration continues.

What’s more, the utility helps you store the solution in memory and output any general mathematical expression with its solution and parameters of the problem. Solutions can also be plotted with the aid of graphs.

You may solve problems using an interactive approach where you are allowed to select the initial conditions on the screen, start, stop or resume the solution, choose the solution direction, erase data, and zoom in or out of the graph.

Dynamics Solver allows you to print the information and enter mathematical expressions that may include numbers, comparison operators, dependent variables, predefined constants, logical operators, parentheses, and other elements.

You can use Dynamics Solver for drawing segments, arcs of circles and ellipses, arrows, arbitrary parametric curves in two and three dimensions, fractals, as well as points and lines from external data files.

Dynamics Solver proves to be a reliable and professional tool that can be used by physicists, mathematicians, engineers, as well as teachers for learning students about differential equations, continuous and discrete nonlinear dynamical systems, and deterministic chaos.