Physics Library
 An open source physics library
Encyclopedia | Forums | Docs | Random | Template Test |  
Login
create new user
Username:
Password:
forget your password?
Main Menu
Sections

Talkback

Downloads

Information
Ordinary Differential Equation (Definition)

An ordinary differential equation (ODE) is an equation for a function of one variable that involves "ordinary" derivatives of the function and, possibly, known functions of the same variable.

We give several examples below.

(1)   $\frac{d^2x}{dt^2} + \omega^2 x = 0$
(2)   $\frac{d^2x}{dt^2} - \alpha x \frac{dx}{dt} - x + x^3 = sin(wt)$

test edit again

revision 2



"Ordinary Differential Equation" is owned by bloftin.

View style:

See Also: differential equations


Cross-references: function, ordinary differential equation

This is version 4 of Ordinary Differential Equation, born on 2025-01-26, modified 2025-01-31.
Object id is 933, canonical name is OrdinaryDifferentialEquation.
Accessed 98 times total.

Classification:
Physics Classification: 02.30.Hq (Ordinary differential equations)
Pending Errata and Addenda
None.
Discussion
Style: Expand: Order:

No messages.

Testing some escape charachters for html category with a generator has an injective cogenerator" now escape ” with "