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Ecuaciones diferenciales ordinarias

Mecanismos de solución de problemas de valores iniciales de ecuaciones diferenciales ordinarias

Los mecanismos de solución de ecuaciones diferenciales ordinarias (ODE) en MATLAB® resuelven problemas de valores iniciales con una gran variedad de propiedades. Los mecanismos de solución pueden funcionar en problemas rígidos y no rígidos, problemas con una matriz de masa, ecuaciones algebraicas diferenciales (DAE) o problemas completamente implícitos. Para obtener más información, consulte Choose an ODE Solver.

Funciones

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ode45Resolver ecuaciones diferenciales no rígidas: método de orden medio
ode23Solve nonstiff differential equations — low order method
ode113Solve nonstiff differential equations — variable order method
ode15sSolve stiff differential equations and DAEs — variable order method
ode23sSolve stiff differential equations — low order method
ode23tSolve moderately stiff ODEs and DAEs — trapezoidal rule
ode23tbSolve stiff differential equations — trapezoidal rule + backward differentiation formula
ode15iSolve fully implicit differential equations — variable order method
decicCompute consistent initial conditions for ode15i
odegetExtract ODE option values
odesetCreate or modify options structure for ODE and PDE solvers
devalEvaluate differential equation solution structure
odextendExtend solution to ODE

Temas

Choose an ODE Solver

ODE background information, solver descriptions, algorithms, and example summary.

Summary of ODE Options

Usage of odeset and table indicating which options work with each ODE solver.

ODE Event Location

Detect events during solution of ODE.

Solve Nonstiff ODEs

This page contains two examples of solving nonstiff ordinary differential equations using ode45.

Solve Stiff ODEs

This page contains two examples of solving stiff ordinary differential equations using ode15s.

Solve Differential Algebraic Equations (DAEs)

Solve ODEs with a singular mass matrix.

Nonnegative ODE Solution

This topic shows how to constrain the solution of an ODE to be nonnegative.

Solve System of ODEs with Multiple Initial Conditions

This example compares two techniques to solve a system of ordinary differential equations with multiple sets of initial conditions.

Troubleshoot Common ODE Problems

FAQ containing common problems and solutions.

Ejemplos destacados