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Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

True wavefunctions will be well-behaved: continuous, finite, and single valued.

 

1993

Photocopy, Artist's Book

 

Read About Physical Chemistry Here

 

Download a PDF of the full book here.

Standing Wave from the side; ISO 1600

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

This image is a visualization of math equations of the quantum-mechanical atomic orbitals of the hydrogen atom. It was created using an app called ‘Atom in a Box’ on an iPad then opened in Photoshop where further enhancements were made. ..The equations are arranged in a clockwise fashion starting at the top left with a mathematical form of the wavefunction being displayed as spherical coordinates followed by a three-dimensional time-independent Schrödinger equation followed by a probability distribution of the electron and finally the energy of the electron in this wavefunction. ..A link to the Wikipedia page on the hydrogen wave function - www.wikiwand.com/en/Wave_function#/Hydrogen_atom...A link to “Atom in a Box’ website daugerresearch.com/orbitals/ios.shtml#informationpane..

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

Rishab Dutta - Geminal Wavefunction Metric

Martin Gutzwiller's scientific Universe: From Wavefunctions over periodic Orbits to Sun, Moon and Earth

www.mpipks-dresden.mpg.de/~magutz15

MPI-PKS Dresden 28 - 31 October 2015

One day, as I walked to work, I encountered a mysterious portal that convinced me of the veracity of the many-worlds theory. Then the wavefunction collapsed, and I was back in the classical domain. I'm not Hugh Everett in this universe or any other.

the function in that graph is definitely not single-valued

just spreading the wavefunction a little bit here.

vimeo.com/15871552

 

Whirling Ceremony by Narwhal. In quantum theory, certain physical systems can become "entangled," meaning that their states are directly related to the state of another object somewhere else. When one object is measured, and the Schroedinger wavefunction collapses into a single state, the other object collapses into its corresponding state ... no matter how far away the objects are.

You know you did a physics degree when you see this and all you can think of is exponentially decaying wavefunctions in the walls of the well. Never mind the stick man in peril.

Santiago Agui Salcedo: 'The analytic wavefunction'

Santiago Agui Salcedo: 'The analytic wavefunction'

物理量子力学代考,量子力学(Quantum Mechanics),为物理学理论,与电动力学代考,热力学统计物理代写,理论力学代写并称为四大力学金刚,理论物理代写难度比基础物理学高出蛮多,这些科目基本是物理专业的学生才有的课程。量子力学是研究物质世界微观粒子运动规律的物理学分支,主要研究原子、分子、凝聚态物质,以及原子核和基本粒子的结构、性质的基础理论。它与相对论一起构成现代物理学的理论基础。量子力学不仅是现代物理学的基础理论之一,而且在化学代写等学科和许多近代技术中得到广泛应用。

 

物理代写

 

Calculate the product xp of the position and momentum uncertainties for the ground state0 and for the rst excited state 1 of the harmonic oscillator. It may be useful to recall the denitionsof the position and momentum operators in terms of ^a and ^a+:^x =rh2m!(^a + ^a+); ^p = irm!h2(^a ^a+): (1)2 What is Momentum Anyway? Prove thatd hxi

 

dt

 

hpim:Hint: it is helpful to recall the following formulas:ih@@t= h22m@2@x2 + V (x) ; (2)h^ Qi =Z 11(x; t)^Q (x; t)dx; (3)^p = ih@@x: (4)3 Double Delta Potential Consider a particle of mass m in a potential given byV (x) = ; ; a > 0:This system has two bound states for very large a, but only a single bound state for very small a.

 

- (2 pts) The stationary states in this potential may be taken to be either even or odd. Explainwhy in one sentence. (Hint: either look at the form of V (x) or consider the parity operator.)

- (4 pts) Sketch the wave functions of the two bound states for very large a. Be sure to labelwhich of the two is the ground state and which is the excited state. Then sketch the wavefunction of the single bound state for very small a.For

 

www.daixiezhijia.com/%e9%87%8f%e5%ad%90%e5%8a%9b%e5%ad%a6...

 

vimeo.com/15871552

 

Whirling Ceremony by Narwhal. In quantum theory, certain physical systems can become "entangled," meaning that their states are directly related to the state of another object somewhere else. When one object is measured, and the Schroedinger wavefunction collapses into a single state, the other object collapses into its corresponding state ... no matter how far away the objects are.

"Schrödinger's cat in a klein bottle" - a depiction of a closed loop of recursive paradoxes - or "the mystery of position and momentum in coiled spacetime" - a concept of loop quantum gravity decrypted in an analogy - a combination of a multitude of interwoven concepts - a prologue to non-linear information transforms, and chaotic processes in probabilty-based axiomatic networks (non-linear axiomatic systems) - how a multitude of feedback loops in non-linear axiomatic systems causes probabilistic quantum behavior to turn deterministic and binary: The emergence of classical mechanics as result of self-organizatzon of quantum mechanical behavior....

i sure hope the dirac constant got clipped

Wavefunction, 2007

Mexico Pavilion

52 Venice Biennale

 

This rendering visualizes the electronic structure of the T center, a promising quantum defect in silicon that functions as a spin-photon interface at telecom wavelengths, a key component for quantum networks. Quantum simulations reveal the T center’s distinctive defect wavefunction, featuring a p orbital dangling bond on the undercoordinated carbon atom. This insight can guide the design of novel quantum defects.

 

Electronic structure was computed using NERSC's Perlmutter supercomputer and then rendered with Povray.

 

Image by Weiru Chen

Early concept using raytracing, wavefunction on plane, and opacity of said plane. Boat made by using box-modelling technique, seabottom using subdivision and the only one textured.

vimeo.com/15871552

 

Whirling Ceremony by Narwhal. In quantum theory, certain physical systems can become "entangled," meaning that their states are directly related to the state of another object somewhere else. When one object is measured, and the Schroedinger wavefunction collapses into a single state, the other object collapses into its corresponding state ... no matter how far away the objects are.

vimeo.com/15871552

 

Whirling Ceremony by Narwhal. In quantum theory, certain physical systems can become "entangled," meaning that their states are directly related to the state of another object somewhere else. When one object is measured, and the Schroedinger wavefunction collapses into a single state, the other object collapses into its corresponding state ... no matter how far away the objects are.

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