Documentation / CalcMe

  • Demos
  • Visit our website
  • Contact us
  • MathType

    • Wiris Quizzes

      • Learning Lemur

        • CalcMe

          • MathPlayer

            • Store FAQ

              • VPAT for the electronic documentation

                • MathFlow

                  • BF FAQ

                    • Miscellaneous

                      • Home
                      • CalcMe
                      • Commands
                      • Equations, inequations, systems of equations and Ordinary Differential Equations
                      • Equations, inequations, systems of equations and Ordinary Differential Equations

                      Integral curves

                      Reading time: 1min

                      An 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.

                      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.

                      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.

                      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.

                      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} 10

                      Was this article helpful?

                      Yes
                      No
                      Give feedback about this article

                      Related Articles

                      • Level curves
                      • Numerical differentiation
                      • Numerical integration
                      • Integral curve

                      Integral curves

                      Syntax Description Options

                      Making people’s STEM work more meaningful

                      MathType

                      • MathType for Office Tools
                      • MathType for Mac
                      • MathType for Microsoft 365
                      • MathType for Google Workspace
                      • MathType for LMS
                      • MathType for XML Editors
                      • Arabic notation
                      • Our products accessibility
                      • MathType is online

                      WirisQuizzes

                      Learning Lemur

                      Solutions for Education

                      • Blackboard Learn
                      • Brightspace by D2L
                      • Canvas
                      • Google Classroom
                      • Moodle
                      • Schoology

                      Solutions for Publishing Houses

                      Solutions for Technical Writers

                      Solutions for Chemistry

                      Integrations

                      • HTML Editors
                      • MathType in WordPress

                      Pricing

                      Company

                      Careers

                      Blog

                      Contact Us

                      Buy Now

                      Plugin Downloads

                      © Wiris 2025

                      • Cookie Settings
                      • Cookie Policy
                      • Terms of Use
                      • Privacy Policy / GDPR
                      • Student Data Privacy
                      • Compliance
                      • Powered by Helpjuice
                      Expand