J. Foot - Atomic Physics
... introductory university course, e.g. the solution of the Schrödinger equation in three dimensions and perturbation theory. This initial knowledge will be reinforced by many examples in this book; topics generally regarded as difficult at the undergraduate level are explained in some detail, e.g. dege ...
... introductory university course, e.g. the solution of the Schrödinger equation in three dimensions and perturbation theory. This initial knowledge will be reinforced by many examples in this book; topics generally regarded as difficult at the undergraduate level are explained in some detail, e.g. dege ...
Spacetime foam and modified dispersion relations
... Lorentz invariance here has the following meaning: “The discrete set of sprinkled points must not, in and of itself, serve to pick out a preferred reference frame” ...
... Lorentz invariance here has the following meaning: “The discrete set of sprinkled points must not, in and of itself, serve to pick out a preferred reference frame” ...
Chapter 21 The Electric Field I: Discrete Charge Distributions
... Determine the Concept Because the can is grounded, the presence of the negatively-charged plastic rod induces a positive charge on it. The positive charges induced on the can are attracted, via the Coulomb interaction, to the negative charges on the plastic rod. Unlike charges attract, so the can wi ...
... Determine the Concept Because the can is grounded, the presence of the negatively-charged plastic rod induces a positive charge on it. The positive charges induced on the can are attracted, via the Coulomb interaction, to the negative charges on the plastic rod. Unlike charges attract, so the can wi ...
- Philsci-Archive
... another, had worked out and presented in these papers has come to be known as the Dirac-Jordan (statistical) transformation theory. 5 As Jordan wrote in a volume in honor of Dirac’s 70th birthday: After Schrödinger’s beautiful papers [Schrödinger, 1926a], I formulated what I like to call the stati ...
... another, had worked out and presented in these papers has come to be known as the Dirac-Jordan (statistical) transformation theory. 5 As Jordan wrote in a volume in honor of Dirac’s 70th birthday: After Schrödinger’s beautiful papers [Schrödinger, 1926a], I formulated what I like to call the stati ...
Lecture Notes 10: Electrostatic Fields Inside A Dielectric, Boundary Conditions on E, D and P
... When we discuss electric (and/or magnetic) fields, whether they are outside of/exterior to matter, or inside the matter itself, implicitly, we physically interpret these field quantities to be associated with macroscopic averages over (vast) numbers of electromagnetic quanta (i.e. virtual photons), ...
... When we discuss electric (and/or magnetic) fields, whether they are outside of/exterior to matter, or inside the matter itself, implicitly, we physically interpret these field quantities to be associated with macroscopic averages over (vast) numbers of electromagnetic quanta (i.e. virtual photons), ...
Dipole-dipole interactions between Rydberg atoms
... have the value |0i and |1i at the same time, whereas the classical computer bit is either 0 or 1. This is called superposition. Secondly, the qubits are entangled, which means their values are connected. The advantage of the quantum computer lies in the combination of entanglement and superposition: ...
... have the value |0i and |1i at the same time, whereas the classical computer bit is either 0 or 1. This is called superposition. Secondly, the qubits are entangled, which means their values are connected. The advantage of the quantum computer lies in the combination of entanglement and superposition: ...
Interacting Rydberg atoms
... the ensemble of atoms in the presence of interactions can be described and controlled coherently. The second subject of this thesis is the measurement of a permanent dipole moment in a homonuclear diatomic molecule that arises by the interaction between a Rydberg atom and a ground state atom. Usuall ...
... the ensemble of atoms in the presence of interactions can be described and controlled coherently. The second subject of this thesis is the measurement of a permanent dipole moment in a homonuclear diatomic molecule that arises by the interaction between a Rydberg atom and a ground state atom. Usuall ...
