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Recently, this fact has been established by utilizing the concept of competitive ratio, which is defined as the worst-case ratio of the cost of a control design with limited model information to the cost of the optimal control design with full model information.
In this research, considering the effects of drawbar on the dynamic behavior of the milling motorized spindle-bearing system, a double-rotor model of spindle-drawbar-bearing assembly has been established by utilizing the whole transfer matrix method (WTMM) and a nonlinear rolling bearing dynamic model including the centrifugal force and gyroscopic effects.
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Initial keypoint mappings are established by utilizing descriptors.
A conditional stability result is established by utilizing the a priori bound.
Firstly, generalized criteria on persistence in mean are established by utilizing stochastic comparison principle and novel analysis techniques.
Then a prototype system was established by utilizing the known knowledge rules, topological relationships, and semantic relationships among strata.
New possible solutions for multi-level logic designs can be established by utilizing the memristor dynamics as a basis in the circuit realization.
Interoperability of SOIFRA is established by utilizing the framework for completing the same mission on four different robotic platforms (Turtlebot, Clearpath Husky, AR Drone and Hector-quadrotor) for simulations and two diverse robotic platforms (Turtlebot and AR Drone) for real-time experiments.
Meanwhile, existence results of solutions are established by utilizing boundedness, continuity, monotonicity, nonnegative of Mittag-Leffler function (A_{alpha,beta}(w)), (alpha,betain(1,2)), (win R), and fixed point methods.
Thirdly, an asymptotically stochastic stability criterion is established by utilizing a new-type Lyapunov function to guarantee the error system and sliding mode dynamics to be asymptotically stochastic stable with a given disturbance attenuation level.
The schemes are established by utilizing some quarter wave plates (QWP) to control the ellipticity of polarization of light, and adjusting the azimuthal angle to achieve adequate phase sensitivity.
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CEO of Professional Science Editing for Scientists @ prosciediting.com