FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2012807555> ?p ?o ?g. }

• W2012807555 endingPage "278" @default.
• W2012807555 startingPage "222" @default.
• W2012807555 abstract "Semiclassical concepts are developed which could make the appearance of a logarithmic nonlinearity in a Schrödinger-type equation plausible. Extending previous work by Białynicki-Birula and Mycielski (BBM), this approach is based on the introduction of a novel wave function describing the center of mass (CM) motion of unstable particles or composite systems subject to statistical changes of their internal quantum state. The element of statistical randomness associated with a purely exponential decay law (if that exists) suggests the use of thermodynamic concepts like entropy and free energy. The entropy is associated with the probability of existence of the state in time and space. These concepts are applied only to a domain “blurred” by the quantum uncertainty principle where the problematic definition of a time and entropy operator might be possible. The paper consists of three main parts. Section 1 develops an extended nonrelativistic equation of motion. The proposed equation contains yet reinterprets the BBM equation, and for stable systems it reduces to the Schrödinger equation. Definite predictions are made of observable quantities. For the free neutron, the prediction for the amplitude b of the logarithmic term is 3.7 × 10−19 eV. In Section 2, the family of localized, nonspreading ground-state solutions to the BBM equation (the “gaussons”) is extended, in two and three spatial dimensions, to states classified by finite quantized angular momenta and definite values of entropy. The statistical behavior of CM systems and their electromagnetic interaction are investigated. In Section 3, implications of these concepts are outlined with emphasis on possible experimental manifestations. Suggested laboratory tests include high-precision measurements of unstable particle diffraction on linear gratings as well as neutron interferometer experiments of the type previously attempted to test the BBM equation. An improvement in resolution by several orders of magnitude is required. A further testing possibility is the investigation of particle resonances. An important feature of the present model is a subtle combination of quantum and classical aspects, achieved without compromising fundamental principles (like quantum statistical properties), while reinterpreting microreversibility. For stable systems the proposed model identically reduces to standard wave mechanics." @default.
• W2012807555 created "2016-06-24" @default.
• W2012807555 creator A5082859850 @default.
• W2012807555 creator A5089716069 @default.
• W2012807555 date "1992-08-01" @default.
• W2012807555 modified "2023-09-23" @default.
• W2012807555 title "Possible implications of exponential decay" @default.
• W2012807555 cites W1533328589 @default.
• W2012807555 cites W1790859230 @default.
• W2012807555 cites W1945843680 @default.
• W2012807555 cites W1964470050 @default.
• W2012807555 cites W1968897145 @default.
• W2012807555 cites W1974148654 @default.
• W2012807555 cites W1977961014 @default.
• W2012807555 cites W1978734704 @default.
• W2012807555 cites W1982955648 @default.
• W2012807555 cites W1992291356 @default.
• W2012807555 cites W1995875735 @default.
• W2012807555 cites W1997177763 @default.
• W2012807555 cites W1998582911 @default.
• W2012807555 cites W1999895868 @default.
• W2012807555 cites W2000148744 @default.
• W2012807555 cites W2000277261 @default.
• W2012807555 cites W2002719646 @default.
• W2012807555 cites W2002774013 @default.
• W2012807555 cites W2007755237 @default.
• W2012807555 cites W2011508124 @default.
• W2012807555 cites W2033059411 @default.
• W2012807555 cites W2053654572 @default.
• W2012807555 cites W2054856439 @default.
• W2012807555 cites W2058851470 @default.
• W2012807555 cites W2063602342 @default.
• W2012807555 cites W2068847642 @default.
• W2012807555 cites W2069048516 @default.
• W2012807555 cites W2080096530 @default.
• W2012807555 cites W2086330307 @default.
• W2012807555 cites W2086338968 @default.
• W2012807555 cites W2088387809 @default.
• W2012807555 cites W2092146603 @default.
• W2012807555 cites W2114057352 @default.
• W2012807555 cites W2171594451 @default.
• W2012807555 cites W2617967567 @default.
• W2012807555 cites W3010735674 @default.
• W2012807555 cites W3191788245 @default.
• W2012807555 doi "https://doi.org/10.1016/0003-4916(92)90152-c" @default.
• W2012807555 hasPublicationYear "1992" @default.
• W2012807555 type Work @default.
• W2012807555 sameAs 2012807555 @default.
• W2012807555 citedByCount "6" @default.
• W2012807555 crossrefType "journal-article" @default.
• W2012807555 hasAuthorship W2012807555A5082859850 @default.
• W2012807555 hasAuthorship W2012807555A5089716069 @default.
• W2012807555 hasConcept C105795698 @default.
• W2012807555 hasConcept C106301342 @default.
• W2012807555 hasConcept C113603373 @default.
• W2012807555 hasConcept C121332964 @default.
• W2012807555 hasConcept C121864883 @default.
• W2012807555 hasConcept C125112378 @default.
• W2012807555 hasConcept C134306372 @default.
• W2012807555 hasConcept C32848918 @default.
• W2012807555 hasConcept C33923547 @default.
• W2012807555 hasConcept C39927690 @default.
• W2012807555 hasConcept C535169671 @default.
• W2012807555 hasConcept C62520636 @default.
• W2012807555 hasConcept C63036615 @default.
• W2012807555 hasConcept C74650414 @default.
• W2012807555 hasConcept C84114770 @default.
• W2012807555 hasConceptScore W2012807555C105795698 @default.
• W2012807555 hasConceptScore W2012807555C106301342 @default.
• W2012807555 hasConceptScore W2012807555C113603373 @default.
• W2012807555 hasConceptScore W2012807555C121332964 @default.
• W2012807555 hasConceptScore W2012807555C121864883 @default.
• W2012807555 hasConceptScore W2012807555C125112378 @default.
• W2012807555 hasConceptScore W2012807555C134306372 @default.
• W2012807555 hasConceptScore W2012807555C32848918 @default.
• W2012807555 hasConceptScore W2012807555C33923547 @default.
• W2012807555 hasConceptScore W2012807555C39927690 @default.
• W2012807555 hasConceptScore W2012807555C535169671 @default.
• W2012807555 hasConceptScore W2012807555C62520636 @default.
• W2012807555 hasConceptScore W2012807555C63036615 @default.
• W2012807555 hasConceptScore W2012807555C74650414 @default.
• W2012807555 hasConceptScore W2012807555C84114770 @default.
• W2012807555 hasIssue "2" @default.
• W2012807555 hasLocation W20128075551 @default.
• W2012807555 hasOpenAccess W2012807555 @default.
• W2012807555 hasPrimaryLocation W20128075551 @default.
• W2012807555 hasRelatedWork W1640581883 @default.
• W2012807555 hasRelatedWork W1977935558 @default.
• W2012807555 hasRelatedWork W1983282594 @default.
• W2012807555 hasRelatedWork W1985199773 @default.
• W2012807555 hasRelatedWork W1994989215 @default.
• W2012807555 hasRelatedWork W2021006686 @default.
• W2012807555 hasRelatedWork W2082774900 @default.
• W2012807555 hasRelatedWork W2484153558 @default.
• W2012807555 hasRelatedWork W281609458 @default.
• W2012807555 hasRelatedWork W3028240257 @default.
• W2012807555 hasVolume "217" @default.
• W2012807555 isParatext "false" @default.

• next