Recent content by Cypeq
-
C
Graduate 4th order Runge Kutta method for 2nd order ODE
Thx for your answers @nanuath: x2,n is ofcourse value of x2 at n-th step meaning current velocity. if i made some confusion by my writing ki are solving value of x(t) = x1 which can be seen as possition and the li are solving first derrivative of possition x'(t) = x2 which can be seen as...- Cypeq
- Post #4
- Forum: Differential Equations
-
C
Graduate 4th order Runge Kutta method for 2nd order ODE
Hello, i have a bit of a problem with uderestanding how exactly we use RK4 method for solving 2nd order ODE. And last conversation with my proffesor only added up to my confiusion. Further more i couldn't find any example dealing with this problem if any1 could provide link explaining this...- Cypeq
- Thread
- 2nd order Method Ode Runge kutta
- Replies: 6
- Forum: Differential Equations
-
C
Undergrad Is this a correct solution ? to ax'' = 0
ax^{''} = 0 characteristic eqation ar^{2} = 0 r_{1,2} = 0 since we have double result x(t) = c_{1}e^{0t} + c_{2}t e^{0t} so e^0 = 1 x(t) = c_{1} + c_{2}t is this a correct result :S ? I'm learning integration by myself and I'm not shure about this case it's not cover in my book if...- Cypeq
- Thread
- Replies: 1
- Forum: Differential Equations
-
C
Graduate Solving ode of forced oscillator with dumping
big thanks it took me some time how to get this results but u helped me a lot thanks mate :)- Cypeq
- Post #4
- Forum: Differential Equations
-
C
Graduate Solving ode of forced oscillator with dumping
Hi i have to solve this ODE which descirbes motion of forced oscillator with dumping and constant friction :p I'm already solving it numerically with Runge-Kutta 4 yet I'm totally puzzeled how to do it analytically. equation: mx'' + kx' + w^2_0x + F_f = A cos(\delta t) Ff delta k and...- Cypeq
- Thread
- Ode Oscillator
- Replies: 3
- Forum: Differential Equations