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Forced oscillations of DNA bases
Biophysics (Russian Federation), 2016This paper presents the results of the studying of forced angular oscillations of the DNA bases with the help of the mathematical model consisting of two coupled nonlinear differential equations that take into account the effects of dissipation and the influence of an external periodic field. The calculation results are illustrated for sequence of gene
L A Krasnobaeva +2 more
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Remarks on Forced Oscillations on Manifolds
Proceedings of the Steklov Institute of MathematicsIn this paper the author studied the existence of forced oscillations on a manifold in the presence of dissipation in the system, also the existence of forced oscillations in systems without dissipation in the case when the driving force is small.
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FORCED OSCILLATIONS OF INDUCTION MOTOR
IFAC Proceedings Volumes, 1983Abstract The general mathematical model of asynchronous machines is represented by means of a non linear either 5-th or 6-th order system of differential equations, according to the shaft elasticity is either taken into account or not. These models are sometimes linearized to study particular phaenomena, as for example forced oscillations due to ...
I. Marongiu, ROTONDALE, Nicola
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Paediatric Respiratory Reviews, 2006
FOT may hold the promise of improving the diagnosis of airway obstruction, but may be even better in quantifying the magnitude of airway reversibility and hyper-reactivity, helping in the adjustment of therapy, and monitoring disease progression in young children.
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FOT may hold the promise of improving the diagnosis of airway obstruction, but may be even better in quantifying the magnitude of airway reversibility and hyper-reactivity, helping in the adjustment of therapy, and monitoring disease progression in young children.
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Forced Oscillations with Nonlinear Restoring Force
Journal of Applied Physics, 1953Forced oscillations with nonlinear restoring force are studied in transient states as well as in steady states. The original differential equation characterized by a nonlinear term is transformed under certain restrictions to the following differential equation of the first order: dy/dx=Y(x,y)/X(x,y).
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Forced oscillations in a windkessel model
The Bulletin of Mathematical Biophysics, 1965Volume elasticity of the arterial system and its component parts is developed starting from a Windkessel*-model, which is defined in 4 points. Emphasis is laid on the simplicity of the derived equations and accessibility to experimental verification. The theory is an extension of earlier work achieved by Wetterer and Pieper (1953), who introduced an ...
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Forced oscillations of a self-oscillating surface reaction
Physical Review Letters, 1988Oxydation catalytique de CO sur une face (110) de Pt, sous des conditions permettant une cinetique oscillante stable autoentretenue.
, Eiswirth, , Ertl
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Forced synchronization of quasiperiodic oscillations
Communications in Nonlinear Science and Numerical Simulation, 2015zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Nataliya V. Stankevich +2 more
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