CANComa is hardware-based software developed to demonstrate how to attack Automotive Microcontrollers in a reliable and stealthy manner by forcing the victim Electronic Control Unit (ECU) into an unexpected shutdown. ...
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Model based predictive control (MBPC) is an optimization-based approach that has been successfully applied to a wide variety of control problems. When MBPC is employed on nonlinear processes, the application of this t...
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This paper presents a review of state-of-the-art solutions concerning the optimization of computing in the field of parallel and distributed systems. Firstly, we contribute by identifying resources and quality metrics...
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This paper presents a review of state-of-the-art solutions concerning the optimization of computing in the field of parallel and distributed systems. Firstly, we contribute by identifying resources and quality metrics in this context including servers, network interconnects, storage systems, computational devices as well as execution time/performance, energy, security, and error vulnerability, respectively. We subsequently identify commonly used problem formulations and algorithms for integer linear programming, greedy algorithms, dynamic programming, genetic algorithms, particle swarm optimization, ant colony optimization, game theory, and reinforcement learning. Afterward, we characterize frequently considered optimization problems by stating these terms in domains such as data centers, cloud, fog, blockchain, high performance, and volunteer computing. Based on the extensive analysis, we identify how particular resources and corresponding quality metrics are considered in these domains and which problem formulations are used for which system types, either parallel or distributed environments. This allows us to formulate open research problems and challenges in this field and analyze research interest in problem formulations/domains in recent years.
This paper presents a parallel robot with four degrees of freedom. The isoglide T3R1 parallel robot is a robot with decoupled motions. In this paper will be presented the design, simulation and the control of this rob...
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This paper presents a parallel robot with four degrees of freedom. The isoglide T3R1 parallel robot is a robot with decoupled motions. In this paper will be presented the design, simulation and the control of this robot using Matlab/Simulink and Matlab/Virtual Reality.
Nowadays, the structural robustness of the flat slab structures subjected to different load scenarios, represents a topic of great interest in technical literature. Considering a series of two exceptional loads, the a...
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This paper presents a new computational method for ultimate strength analysis of composite steel-concrete cross-sections with arbitrary shape. The ultimate (maximum) strength capacity is formulated as a problem of unc...
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In the paper is presented a simulation system for parallel robots, which deals with the robot kinematics, workspace generation, singular position identification and trajectory visualization. The latest obtained result...
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ISBN:
(纸本)3901249850
In the paper is presented a simulation system for parallel robots, which deals with the robot kinematics, workspace generation, singular position identification and trajectory visualization. The latest obtained results demonstrate that from the kinematic model and the graphical simulation the implemented algorithms offer a higher degree of generality. Therefore the developed simulation software modules may be applied to different types of parallel robots with three degrees of freedom. The computing time necessary for generating the virtual model is relatively small.
The parallel robots dynamics requires a great deal of computing as regards the formulation of the generally nonlinear equations of motion and their solution. In this paper different solutions for solving the dynamical...
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ISBN:
(纸本)3901249850
The parallel robots dynamics requires a great deal of computing as regards the formulation of the generally nonlinear equations of motion and their solution. In this paper different solutions for solving the dynamical model for the guided in three points parallel robots are presented. The derived dynamical algorithms offer the possibility of a complex dynamic study for these parallel robots in order to evaluate their dynamic capabilities and to generate the control algorithms.
The paper gives a new computational method for the determination of the geometrical dimensions of the helical gears, with addendum modification, based on the model of the relative velocities equalization at the beginn...
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The nonlinear random vibration issues are analyzed by the use of parabolic partial differential equations. Among them, the Fokker-Planck equation is a very powerful tool for obtaining statistical information, because ...
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The nonlinear random vibration issues are analyzed by the use of parabolic partial differential equations. Among them, the Fokker-Planck equation is a very powerful tool for obtaining statistical information, because it is derived on a probabilistic basis and can be formulated to govern random processes in spring-mass mechanical systems. If a single degree-of-freedom (SDOF) mechanical system is excited by wideband random noise, the statistical behaviour for the relative displacement of the mass can be determined by numerical solving the Fokker-Planck equation. A C++ computer program was written for the two-dimensional finite differences method, with initial value conditions. The numerical method is based on an operator splitting technique combined with an alternating-direction implicit (ADI) method. The white noise like signal is substituted by a true-random number generator that gives uniform random deviates, of real number type. For a concrete example with Gaussian distribution initial conditions, several 3D plots are given for the calculated probability density function.
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