Partial Differential Equations Fortran


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OpenDDPT  v.0.3.2

The physic of the real world can be formulated into mathematical form using differential equations. Differential equation and systems of differential equations are the natural language trough we can describe any real devices like electronic circuit, automatic ...

MathGrapher  v.2.0

Includes linear and nonlinear curve fitting, integration and analysis of coupled ordinary differential equations, iteration and analysis of multi-dimensional maps, matrix operations, Lindenmayer systems and soms cellalar automata.Mathgrapher contains ...





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Lorenz attractor  v.1.0

Study non-linear ordinary differential equations. Lorenz attractor show the sensibility of simple non-linear ordinary differential equations to initial conditions.
The simulation shows the evolution of two trajectories which differ initially only ...

Poisson Equation  v.1.0

Poisson Equation help you solve Poisson partial differential equation in the plane. This simulation will use the relaxation method, to display an electrostatic field.Requirements:
* Java ...

Heat flow  v.1.0

Solve heat partial differential equation with this tool. Heat flow simulate the flow of heat in a thin metallic bar isolated from the outside, except perhaps at its end points.
The corresponding equation is called the Heat equation, a lineal second-order ...

Math Mobile  v.1.0.0.0

Are you interested in studying detailed methodology of integrals, differential equations and series?
Are you a high-school student? A university student? A maths professor? An engineer?
Do you need an extended handbook with math formulas?
You ...

Math Rocks!  v.1.0.0.0

You will be able to deal with integrals, non-linear and differential equations, optimize functions, generate distributions and draw plots. The app is useful for students, researches, scientists and everyone who is interested in Math.

So what ...

Math assistant  v.1.5.0.0

Solution of the equations of the second/third degree and the linear differential equations with constant coefficients.
2. Operations for matrices (search for eigenvalues, finding the determinant etc).
3. Calculation of mathematical expressions, ...

Maxima 5.28.0-2  v.2

Maxima is a system for the manipulation of symbolic and numerical expressions, including differentiation, integration, Taylor series, Laplace transforms, ordinary differential equations, systems of linear equations, polynomials, and sets, lists, vectors, ...

Maxima for Mac and Linux  v.5.27.0

Maxima is a system for the manipulation of symbolic and numerical expressions, including differentiation, integration, Taylor series, Laplace transforms, ordinary differential equations, systems of linear equations, polynomials, and sets, lists, vectors, ...

ODE Module  v.1.3

ODE Module is a pro Fit module that solves initial value problems of sets of coupled first-order differential equations (up to fourteen). Systems of higher order can be reduced to sets of first-order equations. The solutions are plotted over the integration ...

Free Simulation Language(s)  v.0.3.1

A language and a compiler for the solution of differential equations (ODE). Both lumped and distributed variables (PDE) will be possible. The ability to solve DAEs is a long term goal. The compiler generates a Python program that does the computation.

Minsky  v.2

Minsky enables the simulation of economics models defined in terms of couple ordinary differential equations. The models are defined using a drawing canvas (rather like VisSim), and a double entry bookkeeping system known as a Godley table.

DAE Solver  v.1.1

Solves systems of algebraic and/or differential equations. Some higher index problems (index 2 and above) can be solved too. Multiple documents are allowed, with unlimited undo, and support for AppleScript. Results are available in tabular and graphical ...

EASY-FIT ModelDesign  v.5 13

Various types of one-dimensional partial differential equations are permitted, also hyperbolic ones describing shock waves. Advection, diffusion, transport, or related equations can be solved successfully by non-oscillatory discretization schemes, even ...

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