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Darwin

The most common description of relativistic quantum mechanics for Fermion systems, such as molecules, is the Dirac equation. The Dirac equation is a one-electron equation. In formulating this equation, the terms that arise are intrinsic electron spin, mass defect, spin couplings, and the Darwin term. The Darwin term can be viewed as the effect of an electron making a high-frequency oscillation around its mean position. [Pg.262]

G. E. Darwin and J. H. Buddery, Peryllium Butterworths Scientific PubHcations, London, 1960. [Pg.73]

This potential is referred to in electromagnetism texts as the retarded potential. It gives a clue as to why a complete relativistic treatment of the many-body problem has never been given. A theory due to Darwin and Breit suggests that the Hamiltonian can indeed be written as a sum of nuclear-nuclear repulsions, electron-nuclear attractions and electron-electron repulsions. But these terms are only the leading terms in an infinite expansion. [Pg.307]

Owing to the divergence of the K expansion near the nuclei, the mass-velocity and Darwin corrections can only be used as first-order corrections. An alternative method is to partition eq. (8.13) as in eq (8.24), which avoids the divergence near the nucleus. [Pg.209]

As expected, Ap vanishes if the strength of the spin-orbit coupling is reduced to 0 by reducing (co/c) or respectively. Both sets "f model calculations give nearly the same results indicating that the so-called scalar relativistic effects due to the mass-velocity and Darwin-term, are of minor importance for the absolute value of Ap. [Pg.285]

This result is remarkably simple as compared to the usual methods. For a spin-polarised potential V, Kraft, Oppeneer, Antonov and Eschrig (1995) used the elimination method and found the corrections as a sum of 9 terms, which is equivalent to our Eq.(ll). They notice that three terms of their sum have a known physical meaning (spin-orbit, Darwin and mass-velocity corrections), but the other terms have no special name . [Pg.454]

Notwithstanding these earlier scientists contributions to tire Idea of periodicity, Mendeleev remains the undisputed champion of the periodic system as a defender, propagator, and elaborater. Mendeleevas version of the periodic table left the greatest impact on the scientific community, both at the time it was produced and thereafter In the popular imagination the periodic system invariably and Justifiably connects to his name, to the same extent tltat the theory of evolution connects to Darwin s name and the tircory of relativity to Einstein s. But what really set Mendeleev s contrilm-tion apart ... [Pg.116]

Because not all individuals in a population survive and reproduce equally well in a particular environment, some individuals contribute more offspring to subsequent generations than do other individuals. Such differential contribution of offspring resulting from variations in heritable traits was called natural selection by Charles Darwin. Natural selection is especially important because it is the only evolutionary agent that adapts organisms to their environments. [Pg.41]

Darwin, C. (1896). "The Formation of Vegetable Mould Through the Action of Worms with Observations of their Habitats," pp. 305-313. D. Apple-ton, New York. [Pg.191]

Most students do not possess the same motivation to work to develop their understanding that early scientists had. The painstaking and tenacious search through alternative points of view which led Darwin to the publication of his The Origin of Species may not be a charaeteristic of many students of any period (p. 138). [Pg.219]

Department of Biology (Darwin Building), University College London, Gower Street, London WCIE 6BT. [Pg.265]

The Darwin and mass velocity contributions were included using first-order perturbation theory. [Pg.21]

Figure 1. Diagram of the venom duct of Conus. The venom is produced in the venom duct, apparently expelled from the duct into the proboscis by contraction of the venom bulb. Simultaneously, a harpoon-like tooth is transferred from the radula sac to the proboscis. When injection takes place, the venom is pushed through the hollow tooth and flows into the prey through a hole at the tip of the tooth. Typically, fish-hunting cones will strike at a fish only once and grasp the tooth after injection has occurred, effectively harpooning their prey while injecting the paralytic venom. In contrast, snail-hunting cones will usually sting their prey several times before total paralysis occurs. (Reprinted with permission from the Second Revised Edition of Ref. 8. Copyright 1988 Darwin Press, Inc.)... Figure 1. Diagram of the venom duct of Conus. The venom is produced in the venom duct, apparently expelled from the duct into the proboscis by contraction of the venom bulb. Simultaneously, a harpoon-like tooth is transferred from the radula sac to the proboscis. When injection takes place, the venom is pushed through the hollow tooth and flows into the prey through a hole at the tip of the tooth. Typically, fish-hunting cones will strike at a fish only once and grasp the tooth after injection has occurred, effectively harpooning their prey while injecting the paralytic venom. In contrast, snail-hunting cones will usually sting their prey several times before total paralysis occurs. (Reprinted with permission from the Second Revised Edition of Ref. 8. Copyright 1988 Darwin Press, Inc.)...
Halstead, B. Poisonous and Venomous Marine Animals of the World Darwin Press, Inc. Princeton, N. J., 1978 p. 188. [Pg.277]

The existence of a species of tomato on the Galapagos Islands was first noted by Charles Darwin. Despite a moderate level of variation, Lycopersicon cheesmanii Riley is considered the only tomato species on the islands. All populations examined exhibited morphological and physiological characteristics that clearly... [Pg.248]

Pages 93-119 in V. H. Hey wood (ed.) Taxonomy and Ecology. Academic Press, London. Thornton, L 1971. Darwin s Islands. A Natural History of the Galapagos. The Natural History Press, Garden City, New York. [Pg.332]

Fig. 2.2. Relation between the Na+ and CI concentrations of geothermal waters and of inclusion fluids. The solid line indicates the condition of electroneutrality approximated by the equation = mc -. Solid and open circles mean the chemical analytical data on inclusion fluids and geothermal waters, respectively. S = Salton Sea R = Reykjanes W = Wairakei B = Broadlands O = Otake H = Hveragerdi C = Climax D = Darwin P = Providencia (Shikazono, 1978a). Fig. 2.2. Relation between the Na+ and CI concentrations of geothermal waters and of inclusion fluids. The solid line indicates the condition of electroneutrality approximated by the equation = mc -. Solid and open circles mean the chemical analytical data on inclusion fluids and geothermal waters, respectively. S = Salton Sea R = Reykjanes W = Wairakei B = Broadlands O = Otake H = Hveragerdi C = Climax D = Darwin P = Providencia (Shikazono, 1978a).

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Bonding, relativistic effects Darwin correction

DARWIN tool

Darwin Charles

Darwin Foldy contribution

Darwin Hamiltonian

Darwin Mountains

Darwin Rise

Darwin corrections

Darwin effect

Darwin equation

Darwin initiative

Darwin interaction

Darwin kinetics

Darwin operator

Darwin operator Cowan-Griffin

Darwin potential

Darwin s Dangerous Idea

Darwin solutions

Darwin term

Darwin terms effects

Darwin terms transition metals

Darwin width

Darwin, Charles Galton

Darwin, Charles Robert

Darwin, Charles theories

Darwin, Erasmus

Darwinism

Darwinism, definition

Darwin’s Bulldog

Darwin’s theory

Darwin’s theory of evolution

General Darwin Interaction Energy

Neo-Darwinism

Prebiotic Darwinism

Propagation along the optic axis for wavelengths pitch analogy with Darwins dynamical theory of X-ray diffraction

Relativistic Darwin operator

Smith, Darwin

Social Darwinism

Symmetrized Darwin Interaction Energy

The Darwin-Howie-Whelan equations

Two-Electron Darwin Term

Ultra-Darwinism

Universal Darwinism

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