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The mesh method is sweep method.
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The proposed method is designed to sweep numbers space to search possible solutions in large state space.
In the first stage, the sweep method is adopted in vehicle assignment.
In the most common case, the potential varies linearly with time, and the analytical method is known as linear sweep voltammetry (LSV).
The effect of uncompensated cell resistance on current-potential curves obtained with the potential sweep method is presented for simple electrochemical reactions in conditions of a constant ionic activity and with the product entirely adsorbed on the electrode surface under either quasi-equilibrium or Tafel conditions.
The size of element in sweep method is 0.5 mm.
From this point of view, it is important to check how the sensitivity of the method is affected by the sweep rate.
In the paper the modified sweep method is used for solving of the optimal control problem with multi-point boundary conditions.
The example shows that the solution obtained in (Mutallimov et al. in Adv. Differ. Equ. 2015:2015 2015) by using a sweep method is not optimal.
Although a spectrometer-based OCT system is considered in the paper, the proposed method is also applicable to swept-source OCT system, full-field OCT system and other confocal optical system.
In the Fourier-transform method, the frequency of the oscillator is swept through the range corresponding to the mass range of interest.
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