Heun's Method Explained: The Step Up from Euler's Method!

Описание к видео Heun's Method Explained: The Step Up from Euler's Method!

In this video, we'll learn about a modified Euler's method, which is known as Heun's method. This method improves the accuracy of Euler's method and still avoids the complexity of higher-order Taylor series methods. The corresponding Python code is also provided and which is used to solve an example first-order ODE (initial-value problem).

Related videos:

Taylor and Maclaurin Series (Expansion) (   • Unlock the Power of Taylor & Maclauri...  )

Euler's Method for Solving IVPs for ODEs (   • How to Solve IVPs for ODEs Using Eule...  )

Higher-order Taylor Series Methods (   • How to Solve IVPs for ODEs Using High...  )

Solve a 2nd Order ODE (Initial Value Problem) using a 4th Order Taylor Series Method (   • Crack 2nd Order ODEs Fast: Solving wi...  )

The Midpoint Method | Modified Euler's Method | Solving Initial-value Problems (ODEs) (   • The Midpoint Method Explained: The St...  )

Runge-Kutta Methods | Ordinary Differential Equations (ODEs) | IVPs) | Numerical Methods (   • Runge-Kutta Methods Unleashed: Simpli...  )

2nd-Order ODEs with 4th-Order Runge-Kutta Method (RK4): No Higher Derivatives Needed! (   • 2nd-Order ODEs with 4th-Order Runge-K...  )

Adaptive Runge-Kutta | Runge-Kutta-Fehlberg | RK45 | Python | Quick Guide for Solving ODEs (   • Adaptive Runge-Kutta | Runge-Kutta-Fe...  )


Please Subscribe to my Channel -

Leave comments for any questions or topics that you would like to see in the future content.

Thanks

Комментарии

Информация по комментариям в разработке