- #1
LagrangeEuler
- 717
- 20
If I have particle moving in the potential ##V(x)##, when I write equation of motion
## \frac{dx}{dt}=-V'(x)+q(t)##
and when I integrate this equation do I need to look ##V'(x)## as function of time, or I just could write
## x(t)=-V'(x)t+\int^t_0q(t)dt ##
Thanks for your answer!
## \frac{dx}{dt}=-V'(x)+q(t)##
and when I integrate this equation do I need to look ##V'(x)## as function of time, or I just could write
## x(t)=-V'(x)t+\int^t_0q(t)dt ##
Thanks for your answer!