Image:OscillatorTodaFig1.png

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[edit] Summary

Example of evolution of coordinate $~x~$ of oscillator Toda, $\frac{{\rm d^{2}}x}{{\rm d}z^{2}}+ D(x)\frac{{\rm d}x}{{\rm d}z}+ \Phi'(x) =0$ , where $~D(x)=u e^{x}+v~$ , $~\Phi(x)=e^x-x-1~$ ,

at $u = v = 0$

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	Date/Time	Dimensions	User	Comment
current	08:28, 27 February 2007	597×240 (7 KB)	Domitori (Talk \| contribs)	(Example of evolution of coordinate <math>~x~</math>of oscillator Toda, <math> \frac{{\rm d^{2}}x}{{\rm d}z^{2}}+ D(x)\frac{{\rm d}x}{{\rm d}z}+ \Phi'(x) =0 </math>, where <math>~D(x)=u e^{x}+v~</math>, <math>~\Phi(x)=e^x-x-1~</math>, at <math>u=v=0<)