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Wiris Integrations
Integral curves
Reading time: 1minAn integral curve is a parametric curve that represents a specific solution to an ordinary differential equation (ODE) or system of equations 
Syntax
integral_curves(List)
integral_curves(List, Identifier)
integral_curves(List, Identifier, Range)
integral_curves(List, Identifier, Range, Identifier, Range)
Description
Given a list with the function F (a two-elements list), returns a sample of solutions of the ODE.
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Given a list with the function F (a two-element list) and an identifier: the first variable (the x in the notation used above) returns a sample of solutions of the ODE.
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Given a list with the function F (a two-elements list) and an identifier: the first variable (the x in the notation used above) returns a sample of solutions of the ODE in the given range for the variable x.
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Given a list with the function F (a two-elements list) and two identifiers: the variables x and y, following the notation above, returns a sample of solutions of the ODE in the given ranges.
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Options
Below is a complete list of options that may be used in the integral_curves function.
| Option | Description | Format | Default value |
|---|---|---|---|
| number_of_solutions | Number of solutions to be plotted | Natural. {number_of_solutions = 25}
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10 |