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Looking for a directory of carefully selected sites in Science, Physics, Quantum Mechanics, Scattering ? Actimania, based on the largest, most comprehensive human-edited directory of the web, covers a large variety of annotated sites related to Science, Physics, Quantum Mechanics, Scattering. This category lists wide range of carefully selected sites in Science, Physics, Quantum Mechanics, Scattering.

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http://www.lanais.famaf.unc.edu.ar/loschmidt/index.htm

» The Loschmidt Echo Homepage - Introduction to the Loschmidt echo, also known as fidelity. Contains animations of the time evolution of a wave packet in the Lorentz gas and in the "smooth" stadium billiard.

http://www.sgi.com/fun/java/john/wave-sim.html

» Quantum Mechanical Scattering - This JAVA applet integrates the Schrödinger wave equation and produces an animated wave packet.

http://www.physics.harvard.edu/Thesespdfs/lupusax.pdf

» Quantum Scattering Theory and Applications - A brief introduction to quantum scattering as well as a full-text Ph.D. thesis from Adam Lupu-Sax. [PDF]

http://www.du.edu/~jcalvert/phys/scat.htm

» Scattering - Concise introduction to scattering in classical and quantum mechanics. Special attention is devoted to the Ramsauer scattering.

http://newton.phy.bme.hu/education/schrd/

» Time Development of Quantum Mechanical Systems - This document presents the results of the solution of the time dependent Schrodinger equation for one- and two dimensional one particle systems. Simulation results for different V(r) potentials are displayed as images and animation. The program to calculate the images is also available.

http://rugth30.phys.rug.nl/quantummechanics/tunnel.htm

» Tunneling - Addresses the phenomenon of quantum tunneling. Presents animations of the scattering of a particle from two-dimensional potential barriers and wells, as well as from barriers with slits.

http://www3.tsl.uu.se/~karlsson/sc_wave.html

» Visualization of Quantum Scattering - Animation of 3-dimensional quantum scattering of a neutron off an aluminum target.

http://www.physik.tu-dresden.de/~baecker/research_chaotic.html

» Wavefunctions in chaotic systems - Visualization of eigenfunctions of chaotic billiards in two dimensions.

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