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Direc­tory tex-archive/macros/latex/contrib/mfpic4ode

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).

Direc­to­ries

Name Notes
demo

Files

Name Size Date Notes
README 774 2010-04-07 06:05
mfpic4ode.dtx 15689 2010-04-07 06:08
mfpic4ode.ins 2075 2007-12-25 12:57
mfpic4ode.pdf 231163 2010-04-07 06:08

Down­load the con­tents of this pack­age in one zip archive (630.9k).

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 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 De­tailsmf­pic4ode
Ver­sion0.4
Li­censeThe LaTeX Project Public Li­cense
Copy­right2006-2008 Robert Mařík
Main­tainerRobert Mařík
Con­tained inTeXlive as mf­pic4ode
MikTeX as mf­pic4ode
Topics sup­port for type­set­ting math­e­mat­ics
plot a rep­re­sen­ta­tion of a func­tion
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