Propagation of elastic waves along a cylindrical cavity filled with a conducting fluid
Elastic wave propagation along cylindrical cavity filled with conducting fluid
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Elastic wave propagation along cylindrical cavity filled with conducting fluid
Computer-aided electronic circuit design and conduction processes in thin films
Change of electrical conductivity in periclase crystallites at high temperatures
Electric conductivity and electron transport mechanisms in amorphous semiconductors
Electrical conductivity change of cadmium sulfide single crystals during heat treatments in sulfur vapor
Band structure model for thermal conductivity of zirconium and niobium carbides
Change of electric conductance of cadmium sulfide single crystals during heat treatments in sulfur vapor between 500 and 700 deg C
Photoconductivity and electric conductivity of polycrystalline zinc oxide thin film under low intensity irradiation
Kinetic equation for inhomogenious nonisotropic plasma and application to high frequency conductivity
Seebeck effect and electrical conductivity of stannic oxide as function of temperature and ambient pressure
Cross section estimates for symmetric resonant charge exchange between ions differing by one electronic charge, noting effect on heat conduction in plasmas
Experimental evidence of conduction band of semiconducting strontium titanate
Electric conduction models for biological tissues as anisotropic medium
Statistical model for size effect in electrical conduction
Nonuniform electrical conduction in MHD channels analyzed by differential equations
Homogeneous, fully ionized plasma HF conductivity computed using kinetic equation, showing application to two-temperature plasma
Thermal conductivity of nitrogen plasma in cascade arc, solving Elenbaas-Heller equation
In order to study transitions from normal patterns of electrical activity to abnormal patterns, such as ventricular activation, one requires a means to represent the state of myocardial electrical activation in a few parameters. Two parameters are presented here: 1) the net vorticity index (NVI) which is a measure of the net vorticity in a given region, and 2) the wavefront fractionation index (WFI), which is a measure of perturbations in the propagation of the electrical activation through the myocardium. Both parameters are topological measures in that normal propagation is condensed to a zero state, irrespective of smooth changes in wavefront orientation or shape. Several examples are demonstrated using a computer simulation of cardiac conduction. Potential applications to clinical diagnosis using experimentally obtainable data are discussed.