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Sémiotická interpretace pravděpodobnosti v kvantové mechanice

The presented dissertation deals with how to interpret the conception of reality within both the assumed metaphysical frameworks of the proponents of the Einstein-Podolsky-Rosen (EPR) paradox and the Copenhagen interpretation of quantum mechanics. The hypothesis of the dissertation is based on assumption that EPR operated with presuppositions stemming ...
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Matematické modelování vybraných problémů v mechanice kryogenních tekutin

2016
The dynamics of low-temperature fluids, such as superfluid helium 4, is an open scientific problem. The experimental study of similarities and differences between quantum (superfluid) and classical (viscous) flows is specifically an active research field, which already led to significant progress in our phenomenological understanding of the underlying ...
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Studium časového vývoje metastabilních stavů v kvantové mechanice

2019
In this thesis, the metastable states are studied. The work focuses on a theoretical model of one or two metastable states decaying into a continuum of states which is bounded from below. We examine the time evolution of such systems and how it is affected by the energy of the metastable state(s) and by the position of the poles of the scattering ...
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HP-FEM pro sdužené peoblémy v mechanice tekutin

2010
The thesis is concerned with the solution of multiphysics problems described by partial differential equations using higher-order finite element method (hp-FEM). Basics of hp-FEM are described, together with some practical details and challenges. The hp-adaptive strategy, based on the reference solution and meshes with arbitrary level hanging nodes, is
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Rezonance pro modelové potenciály v kvantové mechanice

Resonance phenomena appear in various areas of physics. A case of shape resonance is associated with the scattering of particles on a potential barrier, through which particles pass due to tunneling effect. The energy spectrum is the output of solving the eigenvalue problem with a modified Hamiltonian operator which enables calculation of the reso ...
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Mikropolární kontinuum a jeho aplikace ve stavební mechanice

The thesis revolves around continuum mechanics. More specifically, it is focused to linear elasticity of homogenous isotropic solids. The strong and weak formulations are derived for two different continua - classical continuum and micropolar continuum.
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