File:Qsmapnq12.jpg
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Quantum Poincaré section represented by the Husimi function (the smoothed Wigner function) for the quantum Chirikov standard map at \( K=1.1 \) and \( \hbar=2\pi/N \) with \( N=2^{12} \) quantum states inside the phase space cell \( (x,p) = 2\pi \times 2\pi \). Initial state is a minimal coherent state of one quantum cell taken in the chaotic component at \( x=p=0.1 \times 2\pi \) ; the section is shown after \( t=2 \times 10^4 \) map iterations (red is for maximum density, blue is for minimum).
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 10:17, 9 July 2009 | | 509 × 509 (45 KB) | Dima Shepelyansky (Talk | contribs) | Quantum Poincare section represented by the Husimi function (the smoothed Wigner function) for the quantum Chirikov standard map at <font style="vertical-align:+1%;"><math> K=1.1 </math></font> and <font style="vertical-align:+1%;"><math> \hbar=2\pi |
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