G. Adomian, ``Non-linear oscillations in physical systems,'' Math Comput. Sim. 29, 275-284 (1987).G. Adomian, Nonlinear oscillations in physical systems. Math. Comput. Simuln 19, 275-284 (1987).Adomian, G.: Nonlinear oscillations in physical systems. Math. Comput. Simul. 29 (3–4), 275–284 (1987) MathSciNet View Article
Nonlinear systems are defined by those, which do not follow the principle of superposition. Nonlinearities in process variables can be caused by stiction in control valves, which, in turn, sets up oscillations that propagate throughout the whole plant. So, quantification of nonlinearity takes ...
George Hallerinvited to serve a six year term on theEuropean Nonlinear Oscillations Conference (ENOC) Committeeof theEuropean Mechanics Society. Mai 1, 2023 Aihui Liu, a recent graduate fromETH Zürich, joins our group as aPh.D. student. ...
Book Review: Nonlinear oscillations, dynamical systems, and bifurcations of vector fields // Book Review: Smooth dynamical systems // Book Review: Geometri... J Franks - 《Bull.amer.math.soc》 被引量: 0发表: 1930年 Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields ...
The decoder then decompresses the predicted latent representation to the respective high-dimensional physical state Full size image 2.3 Stability analysis of turbulent systems Turbulence is often viewed as a typical example of spatiotemporal chaos with large numbers of degrees of freedom. In this ...
Following the short-term spin dynamics for 5 ms at q ≈ ∣c2∣, the encoded phase is transformed into oscillations of 〈ρ0(τ)〉 at frequency 2qt. Blue (orange) dots denote data points measured at microwave detuning of Δ = − 3.1(3.1) MHz for the ‘dressing’ (‘pre...
Spec. Top. (2022) 231:2097–2101 https://doi.org/10.1140/epjs/s11734-022-00603-9 Editorial THE EUROPEAN PHYSICAL JOURNAL SPECIAL TOPICS Bursting oscillations, bifurcation delay and multi-stability in complex nonlinear systems Zhouchao Wei1, Rajagopal Karthikeyan2, and Youhua Qian3,a 1 School ...
inelectromagneticsystems 3/36 physicalsourcesofnonlinearity 4/36 1.3TheoriesofNonlinearity classictheoryofnonlinearoscillations focusonperiodicmotionsandequilibriumsaswellastheirstabilities,viaapproximateanalyticalapproachesincludingthemethodofmultiplescales,theaveragingmethod,theLindstedt-Poincarémethod,theKBMasymptoticmethod...
BookReview:NonlinearOscillations,DynamicalSystems, andBifurcationsofVectorFields NonlinearOscillations,DynamicalSystems,andBifurcationsofVector Fields. JohnGuckenheimerandPhilipHolmes Oneimportantaspectofdynamicalsystemsisthestudyofthelong-term behaviorofasetofordinarydifferentialequations(ODEs).Inrecentyears manysystemstha...
Macroscopic waves, biological clocks and morphogenesis driven by light in a giant unicellular green alga Self-organised waves propagate throughout the alga Caulerpa. Light temporal patterns control the waves and algal morphology, potentially tying light-synchronized self-oscillations to one of the myster...