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Discrete-continuous and classical-quantum
Discrete-continuous and classical-quantum

... So far we have seen different situations on which the opposition discrete/continuous was applying: the quantum theory of Bohr (selection of discretness into continuum), the Heisenberg/Schrödinger quantum mechanics (differential equation against matrix theory), the return of Bohr conditions in const ...
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... The underlying mechanism responsible for the oscillations observed in Figs. 3(b) and 3(c) can be explained in terms of the commensurability between angular and radial periods of the electron dynamics [14]. Within the laser bandwidth, k states belonging to different n manifolds are excited. While the ...
Etherism over Atomism: Space is a Substance.
Etherism over Atomism: Space is a Substance.

... physical qualities and neither causes nor interacts with any phenomenon. Gravity, electromagnetism, and all other Cosmic phenomena are the products of the interactions of various particles flying through a void. etherism: Space has physical qualities and is therefore some kind of substance. It is th ...
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Bonding in Solids, Structural and Chemical Properties

... When a particle such as an electron is free it can exhibit any of a continuous range of energies. When it is confined, that is, acted on by a force, it may only be found in one of a discrete set of energy levels. This observation is utterly fundamental to all atomic structure, including atoms and mo ...
The energy conservation law in classical electrodynamics
The energy conservation law in classical electrodynamics

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Hydrogen Fusion: Light Nuclei and Theory of Fusion

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The role of chemical reactions in the laser destruction of transparent

... We remark that in treating the development of breakdown at an absorbing inclusion we have not taken into account the possibility of the appearance of an ionization instability.t41 Since, for fixed So, such an instability has a threshold with respect to the quantity Ro (for KO
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Wave–particle duality

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