Matches in SemOpenAlex for { <https://semopenalex.org/work/W2897094242> ?p ?o ?g. }
- W2897094242 endingPage "195" @default.
- W2897094242 startingPage "165" @default.
- W2897094242 abstract "We consider axial-symmetric stationary flows of the ideal incompressible fluid as an important case of potential solenoid vector fields. We establish relations between axial-symmetric potential solenoid fields and principal extensions of complex analytic functions into a special topological vector space containing an infinite-dimensional commutative Banach algebra. In such a way we substantiate a method for explicit constructing axial-symmetric potentials and Stokes flow functions by means of components of the mentioned principal extensions and establish integral expressions for axial-symmetric potentials and Stokes flow functions in an arbitrary simply connected domain symmetric with respect to an axis. The obtained integral expression of Stokes flow function is applied for solving boundary problem about a streamline of the ideal incompressible fluid along an axial-symmetric body. We obtain criteria of solvability of the problem by means distributions of sources and dipoles on the axis of symmetry and construct unknown solutions using multipoles together with dipoles distributed on the axis." @default.
- W2897094242 created "2018-10-26" @default.
- W2897094242 creator A5042482479 @default.
- W2897094242 date "2018-10-13" @default.
- W2897094242 modified "2023-10-17" @default.
- W2897094242 title "Axial-Symmetric Potential Flows" @default.
- W2897094242 cites W137790981 @default.
- W2897094242 cites W1490498189 @default.
- W2897094242 cites W1552839220 @default.
- W2897094242 cites W1559956164 @default.
- W2897094242 cites W167368362 @default.
- W2897094242 cites W1969677725 @default.
- W2897094242 cites W1977451454 @default.
- W2897094242 cites W1978247521 @default.
- W2897094242 cites W1984506367 @default.
- W2897094242 cites W2000041256 @default.
- W2897094242 cites W2001368410 @default.
- W2897094242 cites W2010270606 @default.
- W2897094242 cites W2012755148 @default.
- W2897094242 cites W2016410167 @default.
- W2897094242 cites W2018278541 @default.
- W2897094242 cites W202313688 @default.
- W2897094242 cites W2034919717 @default.
- W2897094242 cites W2035072079 @default.
- W2897094242 cites W2035757252 @default.
- W2897094242 cites W2040186456 @default.
- W2897094242 cites W2045967400 @default.
- W2897094242 cites W2049455760 @default.
- W2897094242 cites W2051957033 @default.
- W2897094242 cites W2053992102 @default.
- W2897094242 cites W2060473363 @default.
- W2897094242 cites W2063129858 @default.
- W2897094242 cites W2065122304 @default.
- W2897094242 cites W2080681879 @default.
- W2897094242 cites W2126197913 @default.
- W2897094242 cites W2194326243 @default.
- W2897094242 cites W2313131754 @default.
- W2897094242 cites W2324896925 @default.
- W2897094242 cites W2325960187 @default.
- W2897094242 cites W2330500807 @default.
- W2897094242 cites W2480571944 @default.
- W2897094242 cites W2561587931 @default.
- W2897094242 cites W2599816244 @default.
- W2897094242 cites W2604449543 @default.
- W2897094242 cites W2742613710 @default.
- W2897094242 cites W2950272370 @default.
- W2897094242 cites W2963962643 @default.
- W2897094242 cites W3021101908 @default.
- W2897094242 cites W4246953511 @default.
- W2897094242 cites W4251652949 @default.
- W2897094242 cites W4252266344 @default.
- W2897094242 cites W4252472002 @default.
- W2897094242 cites W4253571598 @default.
- W2897094242 cites W4253915667 @default.
- W2897094242 cites W599489438 @default.
- W2897094242 cites W6618001 @default.
- W2897094242 cites W75282891 @default.
- W2897094242 cites W99325714 @default.
- W2897094242 doi "https://doi.org/10.1007/978-3-030-00084-4_9" @default.
- W2897094242 hasPublicationYear "2018" @default.
- W2897094242 type Work @default.
- W2897094242 sameAs 2897094242 @default.
- W2897094242 citedByCount "3" @default.
- W2897094242 countsByYear W28970942422019 @default.
- W2897094242 countsByYear W28970942422023 @default.
- W2897094242 crossrefType "book-chapter" @default.
- W2897094242 hasAuthorship W2897094242A5042482479 @default.
- W2897094242 hasConcept C121332964 @default.
- W2897094242 hasConcept C131043120 @default.
- W2897094242 hasConcept C134306372 @default.
- W2897094242 hasConcept C140820882 @default.
- W2897094242 hasConcept C18932819 @default.
- W2897094242 hasConcept C200114574 @default.
- W2897094242 hasConcept C2524010 @default.
- W2897094242 hasConcept C2779886137 @default.
- W2897094242 hasConcept C33923547 @default.
- W2897094242 hasConcept C38349280 @default.
- W2897094242 hasConcept C62354387 @default.
- W2897094242 hasConcept C62520636 @default.
- W2897094242 hasConcept C91188154 @default.
- W2897094242 hasConcept C97355855 @default.
- W2897094242 hasConceptScore W2897094242C121332964 @default.
- W2897094242 hasConceptScore W2897094242C131043120 @default.
- W2897094242 hasConceptScore W2897094242C134306372 @default.
- W2897094242 hasConceptScore W2897094242C140820882 @default.
- W2897094242 hasConceptScore W2897094242C18932819 @default.
- W2897094242 hasConceptScore W2897094242C200114574 @default.
- W2897094242 hasConceptScore W2897094242C2524010 @default.
- W2897094242 hasConceptScore W2897094242C2779886137 @default.
- W2897094242 hasConceptScore W2897094242C33923547 @default.
- W2897094242 hasConceptScore W2897094242C38349280 @default.
- W2897094242 hasConceptScore W2897094242C62354387 @default.
- W2897094242 hasConceptScore W2897094242C62520636 @default.
- W2897094242 hasConceptScore W2897094242C91188154 @default.
- W2897094242 hasConceptScore W2897094242C97355855 @default.
- W2897094242 hasLocation W28970942421 @default.
- W2897094242 hasOpenAccess W2897094242 @default.
- W2897094242 hasPrimaryLocation W28970942421 @default.