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Optical properties of cylindrical nanowires
Optical properties of cylindrical nanowires

... With the above formal solution it is now possible to solve the general scattering problem of an arbitrary polarized plane electromagnetic wave incident obliquely on a circular cylinder of infinite length. For oblique incidence the direction of propagation of the incident wave makes an angle θ with t ...
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Physics in

... The higher-level PASACHOFF. Expanded from the original to include additional physical arguments and some mathematics (algebra and trigonometry only). For one-year or one-term introductory courses. Instructor's Manual available. The Student Guide and Overhead Projectuals from CONTEMPORARY ASTRONOMY c ...
Monopoles in condensed matter physics
Monopoles in condensed matter physics

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... Bob can uniquely determine which of the four states he has and thus figure out Alice’s two bits! ...
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Molecules in Motion - Martin Quack

Existence of an Ericson regime in stretched helium
Existence of an Ericson regime in stretched helium

... regime is defined as the regime of strongly overlapping resonances @12,13#, i.e., G@s. Figure 3 shows the resonance widths G j versus the spacings s j of the 650 resonances of Fig. 2. The straight line denotes the boundary G5s which separates the regime of overlapping resonances (G.s) from the regim ...
Moment of inertia
Moment of inertia

A Quantum Version of The Spectral Decomposition Theorem of
A Quantum Version of The Spectral Decomposition Theorem of

... dynamical system can be defined as a quadruplet (X, Σ, µ, τ ) where X is a set (typically, the phase space in classical mechanics), Σ is a sigma-algebra on X, µ is a finite measure on Σ and map τ : X → X is a measure-preserving transformation (see section 2.1). Physical interpretation of this abstra ...
Physics from Computer Science — a position statement —
Physics from Computer Science — a position statement —

Graphene and Relativistic Quantum Physics
Graphene and Relativistic Quantum Physics

Diatomic molecules in ultracold Fermi gases—novel
Diatomic molecules in ultracold Fermi gases—novel

... equation formally coincides with the amplitude of scattering of slow particles by a potential with the same scattering length a and an effective range R = −2R ∗ , obtained under the condition k|R|  1. The length R ∗ is an intrinsic parameter of the Feshbach resonance problem. It characterizes the w ...
The rolling sphere, the quantum spin and a simple view
The rolling sphere, the quantum spin and a simple view

Chapter 1 Non-equilibrium Green Functions and the
Chapter 1 Non-equilibrium Green Functions and the

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Observing Atomic Collapse Resonances in Artificial Nuclei on

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FDTD MEASUREMENT OF THE REFLECTION

The Emergence of a Coupled Quantum Dot Array in a Doped Silicon
The Emergence of a Coupled Quantum Dot Array in a Doped Silicon

... of two (adjacent) dots and β is the exchange coupling. The strong coupling regime is one where the exchange coupling β is larger than the Coulomb charging energy. The difference in the ionization potentials of adjacent dots arises because the chemical synthesis produces colloidal QDs with a size dis ...
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Nonuniversal features of turbulent systems
Nonuniversal features of turbulent systems

... to this common restriction to the Navier-Stokes equations, turbulence is usually associated with power-law spectra of universal form which arise only at scales where both driving and dissipation mechanisms are inactive. However, recent studies reveal that many active systems which do not possess a t ...
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Negative Quasi-Probability, Contextuality, Quantum Magic and the
Negative Quasi-Probability, Contextuality, Quantum Magic and the

... (2π)2 R2 Real-valued function on classical phase space (eg, R2 for 1 particle in 1d). An equivalent formulation of quantum mechanics: Z Z Pr (q ∈ ∆) = dq dpµWigner (q, p) ρ ...
< 1 ... 103 104 105 106 107 108 109 110 111 ... 1073 >

Theoretical and experimental justification for the Schrödinger equation

The theoretical and experimental justification for the Schrödinger equation motivates the discovery of the Schrödinger equation, the equation that describes the dynamics of nonrelativistic particles. The motivation uses photons, which are relativistic particles with dynamics determined by Maxwell's equations, as an analogue for all types of particles.This article is at a postgraduate level. For a more general introduction to the topic see Introduction to quantum mechanics.
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