Abstract
The paper presents some examples revealing the uncertainty and absolute certainty principles in kinetics of objects formation that are different in their physical nature and in space scales: sub-stances of microcosm, nanoparticles and mesostructures, astrophysical and cosmological objects. Under the proposed kinetic approach, the uncertainty principle covers a wider spectrum of processes of approaching to equilibrium and object formation, than the absolute certainty principle. It refers, in particular, to nano-range-of-problems and mesoscopics as well as to cosmology. Both principles predict formation of objects that are not well-known or, at least, well-described so far. Among these are neutron-rich super-heavy and giant nuclei, biologic and organic-silicon mesoobjects, cosmological objects with the sizes considerably exceeding the size of a light sphere.
Highlights
The papers [1]-[6] consider principle issues of dynamics of quantum systems and description of object properties different in physical nature and in spatial scale: from substances of microcosm to cosmological structures
In particular, to nano-range-of-problems and mesoscopics as well as to cosmology. Both principles predict formation of objects that are not well-known or, at least, well-described so far. Among these are neutron-rich super-heavy and giant nuclei, biologic and organic-silicon mesoobjects, cosmological objects with the sizes considerably exceeding the size of a light sphere
In the light of a universal relationship ∆a ⋅ ∆k ≥ 1 4π for dispersions of a coordinate a and a wave number k, valid for a wave of any physical nature, in case of asymptotic coherent state of a quantum system, when dispersion product has the minimum value, and dispersions of values are replaced by values themselves, the uncertainty and absolute certainty principles are connected by a one-to-one correspondence [9]
Summary
The papers [1]-[6] consider principle issues of dynamics of quantum systems and description of object properties different in physical nature and in spatial scale: from substances of microcosm to cosmological structures. In the light of a universal relationship ∆a ⋅ ∆k ≥ 1 4π (resulting from Fourier theorem) for dispersions of a coordinate a and a wave number k, valid for a wave of any physical nature, in case of asymptotic coherent state of a quantum system, when dispersion product has the minimum value, and dispersions of values are replaced by values themselves, the uncertainty and absolute certainty principles are connected by a one-to-one correspondence [9]. This paper gives summary, discussion and progress of the results from [7] [8] [9], in light of notions [1]-[6], using examples for formation of microcosm objects (elementary particles and atomic nuclei), nanoparticles and mesoobjects (diamonds, protein substances), astrophysical objects (neutron stars, white dwarfs, globular clusters of red giants) and the observable cosmological structures (superclusters of galaxies)
Sign-in/Register to view highlights & summary Sign-in/Register to access full text options 
Talk to us
Join us for a 30 min session where you can share your feedback and ask us any queries you have
Schedule a callDisclaimer: All third-party content on this website/platform is and will remain the property of their respective owners and is provided on "as is" basis without any warranties, express or implied. Use of third-party content does not indicate any affiliation, sponsorship with or endorsement by them. Any references to third-party content is to identify the corresponding services and shall be considered fair use under The CopyrightLaw.
