Magnetic and structural properties of isolated and assembled clusters
... materials require the deposition on surfaces or into matrices, which often changes the properties of free clusters by the particle–support interaction (e.g. hybridization, changes in the geometry upon deposition, diffusion, alloy formation) and, in the case of high coverages, by particle–particle in ...
... materials require the deposition on surfaces or into matrices, which often changes the properties of free clusters by the particle–support interaction (e.g. hybridization, changes in the geometry upon deposition, diffusion, alloy formation) and, in the case of high coverages, by particle–particle in ...
Particle Physics and Inflationary Cosmology
... but recent studies indicate just the opposite. It has been found, for instance, that phase transitions, which should occur in a hot universe in accordance with the grand unified theories, should produce an abundance of magnetic monopoles, the density of which ought to exceed the observed density of ...
... but recent studies indicate just the opposite. It has been found, for instance, that phase transitions, which should occur in a hot universe in accordance with the grand unified theories, should produce an abundance of magnetic monopoles, the density of which ought to exceed the observed density of ...
Topology and geometry in a quantum condensed matter system
... many-body states of matter may be used to describe the subclass of states that can be described by the band theory of solids. The shape of the band structure and how the energy bands are knotted defines topological invariants characterizing different equivalence classes of knotted spectra, that can ...
... many-body states of matter may be used to describe the subclass of states that can be described by the band theory of solids. The shape of the band structure and how the energy bands are knotted defines topological invariants characterizing different equivalence classes of knotted spectra, that can ...
Lecture Notes 11: Potentials and Fields, Potential Formulation, Gauge Transformations, Jefimenko's Equations, Feynman-Heaviside Eqns for Moving Point Charge
... for use in E&M A r , t o o Lorenz Gauge: (Most useful in electrodynamics) t Ludwig Valentin Lorenz, Danish physicist – a contemporary of J.C. Maxwell, ca. 1867 – not to be confused with Hendrick A. Lorentz, Dutch physicist & contemporary of Albert Einstein… {See/read J.D. Jackson & L ...
... for use in E&M A r , t o o Lorenz Gauge: (Most useful in electrodynamics) t Ludwig Valentin Lorenz, Danish physicist – a contemporary of J.C. Maxwell, ca. 1867 – not to be confused with Hendrick A. Lorentz, Dutch physicist & contemporary of Albert Einstein… {See/read J.D. Jackson & L ...
Fast Frequency and Time Domain Integral Equation Modelling for Marine CSEM Applications
... drilling is very expensive. Marine CSEM methods also have potential reservoir monitoring applications. As with oil and gas exploration, CSEM and seismic methods are complementary for this application, with the former being sensitive to the bulk volume of a resistor and the latter offering superior s ...
... drilling is very expensive. Marine CSEM methods also have potential reservoir monitoring applications. As with oil and gas exploration, CSEM and seismic methods are complementary for this application, with the former being sensitive to the bulk volume of a resistor and the latter offering superior s ...
Wave propagation in media having negative permittivity and
... FDTD approach not only supports the steady state phenomena associated with the frequency domain analysis, but also demonstrates the causal transient behaviors. It is shown conclusively that the square root choice leading to a negative index of refraction and positive wave impedance is the correct on ...
... FDTD approach not only supports the steady state phenomena associated with the frequency domain analysis, but also demonstrates the causal transient behaviors. It is shown conclusively that the square root choice leading to a negative index of refraction and positive wave impedance is the correct on ...
