We present our studies in composing elementary wavefunctions of a hydrogen-like atom and identify several relationships between physical phenomena and musical composition that helped guide the process. The hydrogen-like atom accurately describes some of the fundamental quantum mechanical phenomena of nature and supplies the composer with a set of well-defined mathematical constraints that can create a wide variety of complex spatiotemporal patterns. We explore the visual appearance of time-dependent combinations of two and three eigenfunctions of an electron with spin in a hydrogen-like atom, highlighting the resulting symmetries and symmetry changes
The quantum mechanical description of microscopic phenomena treats minuscule particles as waves a...
Abstract. Firstly we argue that the quantum-mechanical study of natural systems (e.g. nuclei, atoms,...
Bifurcations or related topics in two quantum systems are studied. The first system is a hydrogen i...
We present our studies in composing elementary wavefunctions of a hydrogen-like atom and identify se...
Abstract. We propose an easy and effenive variant of the realization of the dynamical symmetry of hy...
We examine a hidden symmetry of the hydrogen atom in quantum mechan-ics using the quantum mechanical...
With the help of low-dimensional reference equations (ordinary differential equations) and the corre...
Quantum dynamics is the study of time-dependent phenomena in fundamental processes of atomic and mol...
Stationary solutions of one-dimensional hydrogen atom are two-degree degenerate. Three kinds of typi...
The energy eigenfunctions of a confined hydrogen atom have a simple coalescence property near the ce...
The angular momentum states may be realized by the wave functions of two dimensional harmonic oscill...
Experimental basis of quantum mechanics ; derivation of the wave equation ; the hydrogen atom ; angu...
The properties of a physical system are determined by its equation of motion, and every such equatio...
The associative desorption of H2 (v,j) on a graphite(0001) surface via an Eley-Rideal mechanism has ...
The quantum mechanical wave function of an object under a certain potential is determined by the Sch...
The quantum mechanical description of microscopic phenomena treats minuscule particles as waves a...
Abstract. Firstly we argue that the quantum-mechanical study of natural systems (e.g. nuclei, atoms,...
Bifurcations or related topics in two quantum systems are studied. The first system is a hydrogen i...
We present our studies in composing elementary wavefunctions of a hydrogen-like atom and identify se...
Abstract. We propose an easy and effenive variant of the realization of the dynamical symmetry of hy...
We examine a hidden symmetry of the hydrogen atom in quantum mechan-ics using the quantum mechanical...
With the help of low-dimensional reference equations (ordinary differential equations) and the corre...
Quantum dynamics is the study of time-dependent phenomena in fundamental processes of atomic and mol...
Stationary solutions of one-dimensional hydrogen atom are two-degree degenerate. Three kinds of typi...
The energy eigenfunctions of a confined hydrogen atom have a simple coalescence property near the ce...
The angular momentum states may be realized by the wave functions of two dimensional harmonic oscill...
Experimental basis of quantum mechanics ; derivation of the wave equation ; the hydrogen atom ; angu...
The properties of a physical system are determined by its equation of motion, and every such equatio...
The associative desorption of H2 (v,j) on a graphite(0001) surface via an Eley-Rideal mechanism has ...
The quantum mechanical wave function of an object under a certain potential is determined by the Sch...
The quantum mechanical description of microscopic phenomena treats minuscule particles as waves a...
Abstract. Firstly we argue that the quantum-mechanical study of natural systems (e.g. nuclei, atoms,...
Bifurcations or related topics in two quantum systems are studied. The first system is a hydrogen i...