Name of this StringShape, either a the language-independent name for scripting purposes or the localized name for display to user.
Optional
opt_localized: booleantrue
means return the localized version of the name;
default is false
which means return the language independent name.
name of this StringShape
Generated using TypeDoc
Defines initial conditions of a string used in the StringSim PDE simulation by specifying the initial displacement and velocity at each point of the string.
How to find the correct velocity for a traveling wave:
The d'Alembert equation for a left-moving traveling wave is
f(x + ct)
, wheref()
is a general single-variable waveform, think of it asf(x)
moving to the left ast
increases. The velocity (partial derivative with respect to time) is thenc f'(x + ct)
which at timet=0
isc f'(x)
. So take the first derivative of the waveform, and multiply byc
wherec
is the wave speed= sqrt(tension/density)
. Right-moving wave isf(x - ct)
with derivative-c f'(x)