Matches in SemOpenAlex for { <https://semopenalex.org/work/W14103892> ?p ?o ?g. }
- W14103892 endingPage "565" @default.
- W14103892 startingPage "435" @default.
- W14103892 abstract "The appropriate framework for the study of magnetization dynamics induced by spin-polarized current injection is the nonlinear dynamical system theory and its branch known as the bifurcation theory. The chapter systematically applies the methods and concepts of nonlinear dynamical system theory to the analysis of large magnetization motions governed by the Landau-Lifshitz equation. The chapter deals with the theoretical aspects of Landau-Lifshitz dynamics. The phenomenological derivation of the Landau-Lifshitz equation as a dynamic constitutive relation consistent with micromagnetics constraints is explained. Landau-Lifshitz dynamics is treated as a nonlinear dynamical system defined on a sphere. The phase portraits of this dynamical system, its noncanonical Hamiltonian structure, and the nature of dissipation are discussed. The chapter further discusses precessional switchings of magnetization and spin-polarized current-induced phenomena. Precessional switchings of magnetization for longitudinal and perpendicular media are discussed for rectangular field pulses, and expressions for critical fields and pulse durations are derived. Finally, the magnetization dynamics driven by spin-polarized current injection are discussed. It is demonstrated that this dynamics can be treated as a perturbation of the conservative dynamics caused by intrinsic damping and spin transfer. By using this central idea as well as the bifurcation theory for nonlinear dynamical systems, complete stability diagrams are obtained for the case when injected spin-polarized currents and external magnetic fields are simultaneously present." @default.
- W14103892 created "2016-06-24" @default.
- W14103892 creator A5031176797 @default.
- W14103892 creator A5034858570 @default.
- W14103892 creator A5085265481 @default.
- W14103892 date "2006-01-01" @default.
- W14103892 modified "2023-10-13" @default.
- W14103892 title "Nonlinear Magnetization Dynamics. Switching and Relaxation Phenomena" @default.
- W14103892 cites W1647077555 @default.
- W14103892 cites W1779299603 @default.
- W14103892 cites W1844104795 @default.
- W14103892 cites W1964504828 @default.
- W14103892 cites W1966187570 @default.
- W14103892 cites W1967588273 @default.
- W14103892 cites W1970526884 @default.
- W14103892 cites W1972914695 @default.
- W14103892 cites W1976833057 @default.
- W14103892 cites W1977438752 @default.
- W14103892 cites W1980293161 @default.
- W14103892 cites W1985127953 @default.
- W14103892 cites W1985738729 @default.
- W14103892 cites W1992265433 @default.
- W14103892 cites W1995180002 @default.
- W14103892 cites W1995696820 @default.
- W14103892 cites W1995771228 @default.
- W14103892 cites W1995903329 @default.
- W14103892 cites W2009250384 @default.
- W14103892 cites W2014987330 @default.
- W14103892 cites W2018772055 @default.
- W14103892 cites W2028251588 @default.
- W14103892 cites W2033050976 @default.
- W14103892 cites W2037508837 @default.
- W14103892 cites W2038384994 @default.
- W14103892 cites W2041942266 @default.
- W14103892 cites W2048816704 @default.
- W14103892 cites W2052505823 @default.
- W14103892 cites W2058145029 @default.
- W14103892 cites W2059682210 @default.
- W14103892 cites W2059854357 @default.
- W14103892 cites W2060197945 @default.
- W14103892 cites W2062138856 @default.
- W14103892 cites W2064855563 @default.
- W14103892 cites W2072177718 @default.
- W14103892 cites W2075560482 @default.
- W14103892 cites W2081007547 @default.
- W14103892 cites W2082488574 @default.
- W14103892 cites W2088336933 @default.
- W14103892 cites W2091569746 @default.
- W14103892 cites W2093486619 @default.
- W14103892 cites W2101697338 @default.
- W14103892 cites W2107971449 @default.
- W14103892 cites W2112063422 @default.
- W14103892 cites W2113855826 @default.
- W14103892 cites W2129155923 @default.
- W14103892 cites W2130302371 @default.
- W14103892 cites W2138483754 @default.
- W14103892 cites W2141494346 @default.
- W14103892 cites W2145017063 @default.
- W14103892 cites W2149410162 @default.
- W14103892 cites W2158303464 @default.
- W14103892 cites W2159100995 @default.
- W14103892 cites W2169128775 @default.
- W14103892 cites W2964217125 @default.
- W14103892 doi "https://doi.org/10.1016/b978-012480874-4/50017-8" @default.
- W14103892 hasPublicationYear "2006" @default.
- W14103892 type Work @default.
- W14103892 sameAs 14103892 @default.
- W14103892 citedByCount "8" @default.
- W14103892 countsByYear W141038922014 @default.
- W14103892 crossrefType "book-chapter" @default.
- W14103892 hasAuthorship W14103892A5031176797 @default.
- W14103892 hasAuthorship W14103892A5034858570 @default.
- W14103892 hasAuthorship W14103892A5085265481 @default.
- W14103892 hasConcept C115260700 @default.
- W14103892 hasConcept C121332964 @default.
- W14103892 hasConcept C121864883 @default.
- W14103892 hasConcept C145912823 @default.
- W14103892 hasConcept C15744967 @default.
- W14103892 hasConcept C158622935 @default.
- W14103892 hasConcept C169760540 @default.
- W14103892 hasConcept C192562407 @default.
- W14103892 hasConcept C24890656 @default.
- W14103892 hasConcept C26873012 @default.
- W14103892 hasConcept C2776029896 @default.
- W14103892 hasConcept C2778381111 @default.
- W14103892 hasConcept C32546565 @default.
- W14103892 hasConcept C62520636 @default.
- W14103892 hasConceptScore W14103892C115260700 @default.
- W14103892 hasConceptScore W14103892C121332964 @default.
- W14103892 hasConceptScore W14103892C121864883 @default.
- W14103892 hasConceptScore W14103892C145912823 @default.
- W14103892 hasConceptScore W14103892C15744967 @default.
- W14103892 hasConceptScore W14103892C158622935 @default.
- W14103892 hasConceptScore W14103892C169760540 @default.
- W14103892 hasConceptScore W14103892C192562407 @default.
- W14103892 hasConceptScore W14103892C24890656 @default.
- W14103892 hasConceptScore W14103892C26873012 @default.
- W14103892 hasConceptScore W14103892C2776029896 @default.