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Being composed of blood cells and plasma, the blood flow has different rheological properties from common fluids. The viscoelastic properties of blood not only affect the flow characteristics of blood but also influence the shape of bleeding. In order to achieve the bleeding simulation with physical viscoelastic, we consider the effect of the aggregation behavior of red blood cells on the bleeding process. The elastic force caused by viscoelastic fluid elasticity is incorporated into the standard Navier–Stokes momentum equation, and an improved momentum equation that characterizes the rheological characteristics of viscoelastic blood is constructed. The effect of introducing elastic force on the particles motion is analyzed from the microscopic particle perspective by designing a two-dimensional particle system. The results of bleeding simulation show that the improved method eliminates the discontinuous boundary due to blood gushing out of the wound and forms irregular bleeding shapes in the bleeding process. In addition, the viscoelastic bleeding simulation exhibits a similar bleeding effect without distortion when the number of particles decreases, which further proves the reliability of proposed method. [ABSTRACT FROM AUTHOR]

In this article, the tracking control problem is addressed for uncertain nonlinear systems with actuator saturation and unmeasurable unmodeled dynamics. Being different from the existing performance function control results, to constraint the output tracking error within a predefined boundary in finite time, an improved performance function, that is, finite‐time performance function, is introduced. The design difficulties of asymmetric input saturation and unmodeled dynamics are solved simultaneously for the first time by applying a smooth non‐affine function and a measurable dynamic signal. Furthermore, an adaptive fuzzy control scheme is established via command filtering, which not only guarantees the semi‐global boundedness of all the controlled system signals but also makes the output tracking error that can be restrained by the described performance bound within a finite‐time interval. At last, an effective example is supplied to validate the availability of the presented theoretical finding. [ABSTRACT FROM AUTHOR]

In this paper, the quantisation synchronisation control problem of bilateral teleoperation systems with communication delays is investigated. The inaccurate modelling problem including the system uncertainties and the unknown disturbances are compensated by using the radial basis function networks (RBFN). By introducing the hysteretic quantiser, the control signals are quantised to a set of discrete values to ease the accuracy requirement for actual physical systems and the requirement for communication rate. The position synchronisation of joint variables between the master and slave manipulators is achieved by using the designed control signals and adaptive parameters. Simulation results verify that the synchronisation tracking errors gradually converge to a small neighbourhood around zero. [ABSTRACT FROM AUTHOR]

In this paper, an adaptive fault‐tolerant fixed‐time control problem is considered via command‐filter technique for stochastic nonlinear systems with sensor fault and actuator hysteresis. With the application of command‐filtering technique, a novel command‐filter compensate mechanism is designed, which implies that the improved control scheme not only eliminates "the explosion of complexity" but also realizes the compensate signal is bounded within fixed‐time interval. The unavailability of state variables caused by sensor fault is solved by applying parameter separation and regrouping approach. Meanwhile, an adaptive auxiliary signal is designed to cope with the backlash‐like hysteresis phenomenon, which can avoid singularity, reduce chattering, and facilitate controller design. Combining backstepping technique and Lyapunov stability theorem, an adaptive fault‐tolerant control approach is developed, which can guarantee all closed‐loop signals remain semi‐globally practical fixed‐time stable (SGPFS) in probability. The validity of the proposed strategy is illustrated by simulation examples. [ABSTRACT FROM AUTHOR]