Search results for "General expression"

showing 7 items of 7 documents

Instantaneous distribution of global and diffuse radiation on horizontal surfaces

1991

Abstract The aim of this paper is to obtain a general expression for estimating both the instantaneous global and diffuse radiations on horizontal surfaces from the respective daily values. The proposed expression is a modified Gaussian distribution with two parameters which take into account its width and the asymmetries between morning and afternoon hours. The performance of the method has been tested by comparing the theoretical hourly results with the experimental data of six actinometric stations with different geographical location and climatic conditions. The comparison has shown that the method here proposed is accurate for both the diffuse and global radiation.

Diffuse radiationMathematical modelRenewable Energy Sustainability and the EnvironmentGaussianRadiationGeodesyLatitudesymbols.namesakeDistribution (mathematics)symbolsGaussian functionGeneral Materials ScienceGeneral expressionRemote sensingSolar Energy
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Zur Gelpermeationschromatographie in organischen Lösungsmitteln

1965

Die Gelpermeationschromatographie hat sich vor allem mittels der Sephadexgele fur die Trennung polymerhomologer wasserloslicher Makromolekule als sehr erfolgreich erwiesen. Die Trennung nur in organischen Losungsmitteln loslicher Polymerer ist erst in jungster Zeit gelungen, wobei vernetzte Polystyrol-, Polymethacrylat- und Dextranderivatgele benutzt werden. Der Mechanismus dieses chromatographischen Prozesses wird untersucht. Ein Vergleich dieses Vorganges, bei dem das Polymere nur in einer Phase vorliegt, mit den klassischen Methoden, die mit Auftrennung in zwei Phasen arbeiten, wird durchgefuhrt. Insbesondere werden die Methoden der Dreiecks-Fallungsfraktionierung, der Kolonnentechnik mi…

Gel permeation chromatographychemistry.chemical_classificationchemistry.chemical_compoundChemistryElutionGeneral Chemical EngineeringPolymer chemistryDextran DerivativesPolymerPolystyreneFractionationGeneral expressionSephadex gelsBerichte der Bunsengesellschaft für physikalische Chemie
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On the general structure of gauged Wess-Zumino-Witten terms

1998

The problem of gauging a closed form is considered. When the target manifold is a simple Lie group G, it is seen that there is no obstruction to the gauging of a subgroup H\subset G if we may construct from the form a cocycle for the relative Lie algebra cohomology (or for the equivariant cohomology), and an explicit general expression for these cocycles is given. The common geometrical structure of the gauged closed forms and the D'Hoker and Weinberg effective actions of WZW type, as well as the obstructions for their existence, is also exhibited and explained.

PhysicsHigh Energy Physics - TheoryMathematics - Differential GeometryNuclear and High Energy PhysicsPure mathematicsSimple Lie groupLie algebra cohomologyStructure (category theory)FOS: Physical sciencesMathematical Physics (math-ph)Type (model theory)Mathematics::Algebraic TopologyManifoldHigh Energy Physics::TheoryHigh Energy Physics - Theory (hep-th)Differential Geometry (math.DG)Mathematics::K-Theory and HomologyFOS: MathematicsEquivariant cohomologyGeneral expressionMathematical Physics
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Virtual Compton Scattering off Spin-Zero Particles at Low Energies

1996

We discuss the low-energy behavior of the virtual Compton scattering amplitude off a spin-zero target. We first compare various methods of obtaining a low-energy expression based either on the soft-photon approximation or the use of Ward-Takahashi identities. We point out that structure-dependent terms are defined with respect to a low-energy approximation of the pole terms which commonly is separated from the full amplitude. We derive a general expression for the structure-dependent terms in an expansion in terms of the momenta $k_1$ and $k_2$ of the initial and final virtual photon, respectively, up to and including terms of order ${\cal O}(k^4)$. At order ${\cal O}(k^2)$ two terms appear…

PhysicsNuclear Theory010308 nuclear & particles physicsCompton scatteringZero (complex analysis)FOS: Physical sciencesOrder (ring theory)Virtual particle01 natural sciencesAtomic and Molecular Physics and OpticsNuclear Theory (nucl-th)High Energy Physics - PhenomenologyHigh Energy Physics - Phenomenology (hep-ph)AmplitudeQuantum mechanics0103 physical sciencesPoint (geometry)010306 general physicsGeneral expressionSpin-½Few-Body Systems
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Correct thermodynamic forces in Tsallis Thermodynamics: connection with Hill Nanothermodynamics

2005

The equivalence between Tsallis Thermodynamics and Hill Nanothermodynamics is established. The correct thermodynamic forces in Tsallis thermodynamics are pointed out. Through this connection we also find a general expression for the entropic index $q$ which we illustrate with two physical examples, allowing in both cases to relate $q$ to the underlying dynamics of the Hamiltonian systems.

PhysicsStatistical Mechanics (cond-mat.stat-mech)Tsallis entropyGeneral Physics and AstronomyThermodynamicsFOS: Physical sciencesStatistical physicsStatistical mechanicsGeneral expressionEquivalence (measure theory)Condensed Matter - Statistical MechanicsConnection (mathematics)Hamiltonian system
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Application of small angle neutron scattering to micellar fluids

1990

Abstract In this paper we present a short overview of the application of small angle neutron scattering (SANS) to micellar fluids. In the first part of the paper a general expression of the scattering equation is derived, with particular emphasis on the approximations involved and on their practical consequences. In the second part of the paper we present six selected test cases (such as mono- and polydisperse fluids, critical fluids, shapes other than spherical, etc.) taken from our own work, to demonstrate the kind of analysis performed in each case to extract the information from SANS data.

Work (thermodynamics)ChemistryScatteringbusiness.industrySurfaces and InterfacesSmall-angle neutron scatteringComputational physicsPhysics::Fluid DynamicsColloid and Surface ChemistryOpticsPhysical and Theoretical ChemistryBiological small-angle scatteringbusinessGeneral expressionAdvances in Colloid and Interface Science
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Computing the Trace

2001

So far we have been interested in the general expression for the WKB-propagation function. Now we turn our attention to the trace of that propagator, since we want to exhibit the energy eigenvalues of a given potential. From earlier discussions we know that the energy levels of a given Hamiltonian are provided by the poles of the Green’s function:

symbols.namesakeTheoretical physicsComputer sciencesymbolsPropagatorStationary phase approximationGeneral expressionHamiltonian (quantum mechanics)Eigenvalues and eigenvectors
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