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A digital accelerometer is developed by using a ring oscillator (RO) and a mixer.
      
Based on this fact, firstly, a snake-like robot controller with cyclic inhibitory CPG model was designed, and then the stability of a single neuron, CPG model and the NON (neuron oscillator network) was analyzed.
      
A method based on the energy dissipation mechanism of an Independent Oscillator model is used to calculate the frictional force and the friction coefficient of interfacial friction.
      
The dipole oscillator strengths for the 1s22s-1s2np and 1s22p-1s2nd (n ? 9) transitions of V20+ ion are calculated with the energies and FCPC wave functions obtained above.
      
The calculations are based on the liquid drop macroscopic model and the microscopic model with the modified single-particle oscillator potential.
      
Transition energy and dipole oscillator strength of 1s23d-1s2nf transitions for Sc18+ ion
      
Three alternative forms of the dipole oscillator strengths for the 1s23d-1s2nf (n?9) transitions of Sc18+ ion are calculated with the transition energies and wave functions obtained above.
      
Combining the quantum defect theory with the discrete oscillator strengths, the discrete oscillator strengths for 1s23d-1s2nf (n >amp;gt; 9) transitions and the oscillator strengths densities corresponding to the bound-free transitions are obtained.
      
In this paper, partial synchronization (PaS) in networks of coupled chaotic oscillator systems and synchronization in sparsely coupled spatiotemporal systems are explored.
      
Three types of control with global interaction between the systems, local interaction between the systems, and one leading oscillator affecting the rest of them were proposed.
      
In this paper, a solution algorithm for the optimal control problem for the system with uncertain dynamics which is the asymptotics of the singularly perturbed system with fast oscillator is proposed.
      
Synthesis of the self-excited oscillator of two oscillatory links is considered.
      
The obtained oscillator is a two-channel regulation system.
      
Consideration is given to the control problem of motion of a linear oscillator, which is subject to the external Gaussian and Poisson random actions, with the aim to minimize the mean energy with the aid of the external bounded control force.
      
Graphical rules of oscillator association with surrounding medium were considered.
      
The potentialities of the method under discussion are demonstrated by the example of the test problem of multiparametric nonlinear oscillator identification.
      
The change in the vibrational entropy (ΔSvib) is calculated using the effective quantum oscillator approach with frequencies derived from the coordinate covariance matrix, so the inharmonic effects are taken into account.
      
Instability in the oscillations of a moving oscillator while it radiates surface and internal waves
      
The latter results in a buildup in the oscillations of an oscillator moving in a dispersing medium [1, 2].
      
It is revealed that the values of the oscillator strengths and the probabilities of spontaneous radiative transitions in Er3+ ions in the chalcogenide matrix are larger than those in phosphate, germanate, and tellurite matrices.
      
 

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