This function file can be used to solve a set of non-stiff ordinary differential equations (non-stiff ODEs) or non-stiff differential algebraic equations (non-stiff DAEs) with the well known explicit Runge-Kutta method of order (2,3).

This function file can be used to solve a set of non-stiff delay differential equations (non-stiff DDEs) with a modified version of the well known explicit Runge-Kutta method of order (2,3).

This function file can be used to solve a set of non-stiff or stiff ordinary differential equations (ODEs) and non-stiff or stiff differential algebraic equations (DAEs).

This function file can be used to solve a set of non-stiff ordinary differential equations (non-stiff ODEs) or non-stiff differential algebraic equations (non-stiff DAEs) with the well known explicit Runge-Kutta method of order (4,5).

This function file can be used to solve a set of non-stiff delay differential equations (non-stiff DDEs) with a modified version of the well known explicit Runge-Kutta method of order (4,5).

This function file can be used to solve a set of non-stiff ordinary differential equations (non-stiff ODEs) or non-stiff differential algebraic equations (non-stiff DAEs) with the well known explicit Runge-Kutta method of order (5,4).

This function file can be used to solve a set of non-stiff delay differential equations (non-stiff DDEs) with a modified version of the well known explicit Runge-Kutta method of order (2,3).

This function file can be used to solve a set of non-stiff or stiff ordinary differential equations (ODEs) and non-stiff or stiff differential algebraic equations (DAEs).

This function file can be used to solve a set of non-stiff ordinary differential equations (non-stiff ODEs) or non-stiff differential algebraic equations (non-stiff DAEs) with the well known explicit Runge-Kutta method of order (7,8).

This function file can be used to solve a set of non-stiff delay differential equations (non-stiff DDEs) with a modified version of the well known explicit Runge-Kutta method of order (7,8).

This function file can be used to solve a set of non-stiff or stiff ordinary differential equations (ODEs) and non-stiff or stiff differential algebraic equations (DAEs).

This function file can be used to solve a set of non-stiff and stiff implicit differential equations (IDEs).

Open the differential equations examples menu and allow the user to select a submenu of ODE, DAE, IDE or DDE examples.

If this function is called with two input arguments and the first input argument ODESTRUCT is of type structure array and the second input argument OPTION is of type string then return the option value VALUE that is specified by the option name OPTION in the OdePkg option structure ODESTRUCT.

This function file can be used to solve a set of non-stiff or stiff implicit differential equations (IDEs).

Open a new figure window and plot the first result from the variable Y that is of type double column vector over the second result from the variable Y while solving.

Open a new figure window and plot the first result from the variable Y that is of type double column vector over the second and the third result from the variable Y while solving.

OdePkg is part of the GNU Octave Repository (the Octave-Forge project).

Return the solution of the event function that is specified as the first input argument @FUN in form of a function handle.

Open the DAE examples menu and allow the user to select a demo that will be evaluated.

Open the DDE examples menu and allow the user to select a demo that will be evaluated.

Open the IDE examples menu and allow the user to select a demo that will be evaluated.

Open the ODE examples menu and allow the user to select a demo that will be evaluated.

If this function is called with one input argument of type structure array then check the field names and the field values of the OdePkg structure OLDSTRUCT and return the structure as NEWSTRUCT if no error is found.

If this function is called with four input arguments of type double scalar or column vector then return a normalized value for the minimum number of correct digits MESCD that is calculated from the solution at the end of an integration interval SOLUTION and a set of reference values REFERENCE.

If this function is called with four input arguments of type double scalar or column vector then return a normalized value for the minimum number of correct digits SCD that is calculated from the solution at the end of an integration interval SOLUTION and a set of reference values REFERENCE.

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return a cell array SOLUTION with performance informations about the chemical AKZO Nobel testsuite of differential algebraic equations after solving (DAE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return a cell array SOLUTION with performance informations about the HIRES testsuite of ordinary differential equations after solving (ODE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return a cell array SOLUTION with performance informations about the chemical AKZO Nobel testsuite of implicit differential algebraic equations after solving (IDE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return a cell array SOLUTION with performance informations about the implicit form of the modified ROBERTSON testsuite of implicit differential algebraic equations after solving (IDE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return the cell array SOLUTION with performance informations about the TRANSISTOR testsuite of implicit differential algebraic equations after solving (IDE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return a cell array SOLUTION with performance informations about the OREGONATOR testsuite of ordinary differential equations after solving (ODE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return the cell array SOLUTION with performance informations about the POLLUTION testsuite of ordinary differential equations after solving (ODE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return a cell array SOLUTION with performance informations about the modified ROBERTSON testsuite of differential algebraic equations after solving (DAE-test).

If this function is called with two input arguments and the first input argument @SOLVER is a function handle describing an OdePkg solver and the second input argument RELTOL is a double scalar describing the relative error tolerance then return the cell array SOLUTION with performance informations about the TRANSISTOR testsuite of differential algebraic equations after solving (DAE-test).

Open a new figure window and plot the results from the variable Y of type column vector over time while solving.

Display the results of the set of differential equations in the Octave window while solving.

This function file can be used to solve a set of non-stiff or stiff ordinary differential equations (ODEs) and non-stiff or stiff differential algebraic equations (DAEs).

If this function is called without an input argument then return a new OdePkg options structure array that contains all the necessary fields and sets the values of all fields to default values.

This function file can be used to solve a set of stiff or non-stiff ordinary differential equations (ODEs) and non-stiff or stiff differential algebraic equations (DAEs).