The first, second, third and fourth order space by time equations.
The first, second and third order space by time equations.
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The product rule of differentiation
Movement of an object on an aging spring
Energy of an object on an aging spring
Energy dE = F dx differentiated twice by time
Fixed aging spring integrated by dt for a contant velocity movement.
Fixed aging spring integrated by dx
Fixed aging spring integrated by discrete steps dx
The calculation of Lagrange (1736-1813) second order.
The relativistic differentiation of the fourth impulse component by time from Prof.dr.ir. JJJ Kokkedee (1935-2013).
A force times velocity has three differentiation.
The aging spring differential equation
Can you differentiate a force?
Suppose the energy in a system is E(x,t) = g(t) h(x). So a time dependent part and a position dependent part.
The qv x delta x electrical field is qv x -1 magnetic field lead to :
the dF_action/dt = -1 dF_reaction/dt
A rotatinng graviational ellipse with an extra relation.
A rotatinng graviational ellipse.
y\ =\ \pi\ -4\sum_{n=1}^{100000000}\frac{1}{2n-1}\left(-1\right)^{1+n}