# Directory `macros/latex/contrib/mfpic4ode`

README

The mfpic4ode is a set of macros for drawing direction fields, phase portraits and trajectories of differential equations and two dimensional autonomous systems. The Euler, Runge-Kutta and 4th order Runge-Kutta algorithms are available to solve the ODE's. The picture is translated into mfpic macros and MetaPost is used to create the final drawing. The package is intended for LaTeX, but it can be used in plainTeX as well. Online demonstration of the mfpic4ode macros is available on http://wood.mendelu.cz/math/mfpicpreviewer/ as Example 6. You can get the documentation but compiling mfpic4ode.dtx file and the files for installation by compiling mfpic4ode.ins by LaTeX. The author is supported by the grant FRVS 99/2008 (Fund for Developement of Czech Universities).

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## mfpic4ode – Macros to draw direction fields and solutions of ODEs

The package is a small set of macros for drawing direction fields, phase portraits and trajectories of differential equations and two dimensional autonomous systems. The Euler, Runge-Kutta and 4th order Runge-Kutta algorithms are available to solve the ODEs. The picture is translated into mfpic macros and METAPOST is used to create the final drawing. The package is was designed for use with LaTeX, but it can be used in plain TeX as well.

Online demonstration of the mfpic4ode macros is available on the Mfpic Previewer as Example 6.

Package | mfpic4ode |

Version | 0.4 |

License |
The LaTeX Project Public License |

Copyright | 2006–2008 Robert Mařík |

Maintainer | Robert Mařík |

Contained in | TeX Live as mfpic4ode |

MiKTeX as mfpic4ode | |

Topics |
plot a representation of a function support for typesetting mathematics |