Numerical Methods for Solving Differential Equations
By Professor Dave ExplainsFrom boclips.com
986.5K views
163.6K likes
Solving differential equations can get pretty tricky, but in this modern age we have some tools that can be very useful. We can use computers to carry out sophisticated numerical methods that can solve any differential equation, no matter how complex. Let's learn how to use Euler's method, Heun's method, and the Runge-Kutta fourth order method, or RK4.
Tags
Explainer
Computer Science
Statistics
Algebra
Physical Sciences
Physics
Higher education
Secondary
Advanced Secondary
Comments
Leave a Comment
Comments are loading... If you don't see any, be the first to comment!
Related Videos
Systems of Differential Equations Part 1: Modeling and Elimination
Professor Dave Explains
We Upgraded Our Microscope!
Journey to the Microcosmos
Power Series Solutions Part 1: Leibniz Method
Professor Dave Explains
Linear Second-Order Differential Equations Part 2: Non-Homogeneous Differential Equations
Professor Dave Explains
How to Use the Scientific Method
Owner-Powered by Boclips
Open Differential Explained
Owner - The Engineering Mindset - Powered By Boclips
Homogeneous Differential Equations and Bernoulli Differential Equations
Professor Dave Explains
Separable First-Order Differential Equations
Professor Dave Explains
MATHS - Geometry - Bearings Pythagoras and SOHCAHTOA
FuseSchool - Global Education
Power Series Solutions Part 2: Frobenius Method
Professor Dave Explains