An ordinary differential equation is an equation that contains derivatives of dependent variables with respect to a single independent variable. ODEs can be used to represent many aspects of dynamic and chaotic systems. Differential equations are typically denoted by an equation and some boundary conditions.
[[ODE Solvers]]
[[Order of an ODE]]
[[Initial Value Problems]]
[[Explicit ODEs]]
[[Linearly Implicit ODE]]
[[Systems of ODEs]]
[[System of ODEs to State-Space]]
[[Bessel’s Equation]] – nonlinear ODE
[[Deriving the Equations of Motion for a 1D dropped ball]] – uses an ODE
[[Two Tank Flow Equations]]
Point Reactor Kinetics Model
[[Kinetic Models]] – biochemical ODE models
Sources
- “Introduction to Ordinary Differential Equations – YouTube.” Accessed: Jun. 19, 2023. [Online]. Available: https://www.youtube.com/watch?v=yI7UX76tLeY&list=PLxdnSsBqCrrHHvoFPxWq4l9D93jkCNIFN&index=1
Backlinks
[[Bond Graphs]]