Schrödinger

Results: 614



#Item
111L_Notes1 (Ch 8 and Ch 9, Atkins’ 8th ed.)  Physical Chemistry II (Quantum Theory) (Mathematical Requirement: Linear Algebra and Calculus )  INTRODUCTION:

L_Notes1 (Ch 8 and Ch 9, Atkins’ 8th ed.) Physical Chemistry II (Quantum Theory) (Mathematical Requirement: Linear Algebra and Calculus ) INTRODUCTION:

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Source URL: ihome.ust.hk

Language: English - Date: 2011-02-23 00:52:46
112Part I: Quantum Mechanics 1. BASIC CONCEPTS  • Quantization and Wave–Particle Duality

Part I: Quantum Mechanics 1. BASIC CONCEPTS • Quantization and Wave–Particle Duality

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Source URL: ihome.ust.hk

Language: English - Date: 2011-03-24 18:01:44
113L_Notes5 for Ch10; pp320April – 20 AprilAtomic Structure & Atomic Spectra (Read through Ch10, Atkins)  Lectures 13-14: Hydrogen and H-like atoms

L_Notes5 for Ch10; pp320April – 20 AprilAtomic Structure & Atomic Spectra (Read through Ch10, Atkins) Lectures 13-14: Hydrogen and H-like atoms

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Source URL: ihome.ust.hk

Language: English - Date: 2011-03-31 12:49:50
114Equilibrium Electrochemistry  (Ch10)

Equilibrium Electrochemistry (Ch10)

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Source URL: ihome.ust.hk

Language: English - Date: 2011-05-11 04:41:58
115Nuclear Physics North-Holland A513AN ALTERNATIVE

Nuclear Physics North-Holland A513AN ALTERNATIVE

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Source URL: www.jimal-khalili.com

Language: English - Date: 2011-12-29 09:17:41
116J Comput Electron:388–396 DOIs10825Decoherence effects in the Wigner function formalism Philipp Schwaha · Damien Querlioz · Philippe Dollfus · Jérôme Saint-Martin · Mihail Nedjalkov

J Comput Electron:388–396 DOIs10825Decoherence effects in the Wigner function formalism Philipp Schwaha · Damien Querlioz · Philippe Dollfus · Jérôme Saint-Martin · Mihail Nedjalkov

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Source URL: www.iue.tuwien.ac.at

Language: English - Date: 2013-08-30 09:49:42
117Problem 1: Green’s Functions The one-particle time-ordered Green’s function of a many-body system is defined as Gαβ (t, x; t′ , x′ ) = −i ⟨T ψα (t, x)ψβ† (t′ , x′ )⟩ . (1) The particle density c

Problem 1: Green’s Functions The one-particle time-ordered Green’s function of a many-body system is defined as Gαβ (t, x; t′ , x′ ) = −i ⟨T ψα (t, x)ψβ† (t′ , x′ )⟩ . (1) The particle density c

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Source URL: www.nordita.org

Language: English - Date: 2015-03-23 03:13:44
118¨ SCALING FOR THE NONLINEAR SCHRODINGER EQUATION JORDAN BELL  The nonlinear Schr¨

¨ SCALING FOR THE NONLINEAR SCHRODINGER EQUATION JORDAN BELL The nonlinear Schr¨

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Source URL: individual.utoronto.ca

Language: English - Date: 2012-06-04 19:24:04
119Lecture 3: Schrödinger Equation

Lecture 3: Schrödinger Equation

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Source URL: ihome.ust.hk

Language: English - Date: 2011-03-24 18:08:54
120Time-dependent density functional theory calculations to guide the development of modified organic scintillating materials Lindsay Shuller-Nickles Clemson University Shaniqua Young (SCSU), Ayman Seliman (CU),

Time-dependent density functional theory calculations to guide the development of modified organic scintillating materials Lindsay Shuller-Nickles Clemson University Shaniqua Young (SCSU), Ayman Seliman (CU),

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Source URL: www.rrmc.info

Language: English - Date: 2014-12-28 19:28:09