Results 301 to 310 of about 856,893 (374)
a Bethe-Salpeter Harmonic Oscillator Fermion Quark Model for Mesons.
, 1980 Raymond Paul. Jasinski
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The fractional features of a harmonic oscillator with position-dependent mass
Communications in Theoretical Physics, 2020In this study, a harmonic oscillator with position-dependent mass is investigated. Firstly, as an introduction, we give a full description of the system by constructing its classical Lagrangian; thereupon, we derive the related classical equations of ...
D. Baleanu +3 more
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Harmonic oscillator in an environment with a pointlike defect
Physica Scripta, 2019In the primordial Universe theories frame, we have investigated the association of the pointlike global monopole to the point defects in elastic solids which a harmonic oscillator (HO) is immersed.
R. Vitória, H. Belich
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IEEE Transactions on Circuits and Systems Part 1: Regular Papers, 2019
This paper considers the distributed control problem for a network of harmonic oscillator systems with delayed velocity coupling and signed graph topology containing a directed spanning tree.
Qiang Song +4 more
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This paper considers the distributed control problem for a network of harmonic oscillator systems with delayed velocity coupling and signed graph topology containing a directed spanning tree.
Qiang Song +4 more
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Nonlinear harmonic oscillators
Journal of Physics A: Mathematical and General, 2002This paper deals with the existence of assembles of an arbitrary number of complex oscillators, or equivalently of an arbitrary even number of real oscillators, characterized by Newtonian equations of motion (``acceleration equal force'') with one-body velocity-dependent linear forces and many-body velocity-independent cubic forms, all the nonsingular ...
CALOGERO, Francesco, INOZEMTSEV V. I.
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IEEE Journal of Solid-State Circuits, 2018
This paper details the theory and implementation of an inverse-class-F (class- $\text{F}^{-1}$ ) CMOS oscillator. It features: 1) a single-ended PMOS-NMOS-complementary architecture to generate the differential outputs and 2) a transformer-based two-port
Chee-Cheow Lim +4 more
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This paper details the theory and implementation of an inverse-class-F (class- $\text{F}^{-1}$ ) CMOS oscillator. It features: 1) a single-ended PMOS-NMOS-complementary architecture to generate the differential outputs and 2) a transformer-based two-port
Chee-Cheow Lim +4 more
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Nonadiabatic Harmonic Oscillator
The Physics of Fluids, 1970Nonadiabatic changes in the action integral are estimated for the special case of even ω(t) by using a steepest-descent method to evaluate an integral of Vandervoort. The results are found to be in good agreement with a numerical example.
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