Identity Rule for Classical and Quantum Theories
... elements) can be represented by the direct product OM6 × 24 (Beran, 1985). Denoting the elements of the Bollean algebra 24 by b1 = (0, 0, 0, 0), b1 = (1, 0, 0, 0),. . . ,b16 = (1, 1, 1, 1), we can write down all 96 elements of the lattice in the form (ai , bj ), i = 1, . . . , 6, j = 1, . . . , 16, ...
... elements) can be represented by the direct product OM6 × 24 (Beran, 1985). Denoting the elements of the Bollean algebra 24 by b1 = (0, 0, 0, 0), b1 = (1, 0, 0, 0),. . . ,b16 = (1, 1, 1, 1), we can write down all 96 elements of the lattice in the form (ai , bj ), i = 1, . . . , 6, j = 1, . . . , 16, ...
Hopkins Imaging Conference Poster Contest
... the presence of axial contrast concentration gradients in obstructed arteries, but the mechanism responsible for this phenomenon is not well understood. We use computational fluid dynamics to study intracoronary contrast dispersion and the correlation of concentration gradients with intracoronary bl ...
... the presence of axial contrast concentration gradients in obstructed arteries, but the mechanism responsible for this phenomenon is not well understood. We use computational fluid dynamics to study intracoronary contrast dispersion and the correlation of concentration gradients with intracoronary bl ...
iii. simulation method
... flows have been investigated by several researchers, e.g. Todd et al. [2] and Jabbarzadeh et al. [3]. Couette and Poiseuille flows of simple Lennard-Jones liquids or polymers in a nanochannel of several molecular sizes demonstrate some new features and have also attracted much attention at the prese ...
... flows have been investigated by several researchers, e.g. Todd et al. [2] and Jabbarzadeh et al. [3]. Couette and Poiseuille flows of simple Lennard-Jones liquids or polymers in a nanochannel of several molecular sizes demonstrate some new features and have also attracted much attention at the prese ...
Propagator of a Charged Particle with a Spin in Uniform Magnetic
... which is studied in detail at [5,14,17,24,26,44]. For an extension to the case of the forced harmonic oscillator including an extra velocity-dependent term and a timedependent frequency, see [8,9,12,23]. Furthermore, an exact solution of the n-dimensional time-dependent Schrödinger equation for cer ...
... which is studied in detail at [5,14,17,24,26,44]. For an extension to the case of the forced harmonic oscillator including an extra velocity-dependent term and a timedependent frequency, see [8,9,12,23]. Furthermore, an exact solution of the n-dimensional time-dependent Schrödinger equation for cer ...
Schrodinger equation in three dimensions
... P and energy Ecm = P2 /2M . If we knew nothing about the internal structure of the atom, we would only write this center-of-mass equation. This is an example of a deeper principle. We don't know if an electron has some constituent particles (we haven't found them yet), but one way or another we can ...
... P and energy Ecm = P2 /2M . If we knew nothing about the internal structure of the atom, we would only write this center-of-mass equation. This is an example of a deeper principle. We don't know if an electron has some constituent particles (we haven't found them yet), but one way or another we can ...
Introduction to fluid dynamics and simulations in COMSOL
... Fluid mechanics (concept of a continuum) Materials (solids, liquids and gases) are composed of molecules separated by empty space. But the continuum model as a mathematical concept assumes that material exists as a continuous entity. It means that the matter in the body is continuously distributed ...
... Fluid mechanics (concept of a continuum) Materials (solids, liquids and gases) are composed of molecules separated by empty space. But the continuum model as a mathematical concept assumes that material exists as a continuous entity. It means that the matter in the body is continuously distributed ...
