|
Research
Systems and Control ApplicationsRobust and Randomized Control Design of the Mini-UAV MH1000 PlatformThe results of this research have been obtained within the Italian National Project Cofin 2004 having the objective to develop a Mini-UAV platform (MH1000) for environmental monitoring, fire detection and prevention, and also natural disaster recognition. The aerial platform MH1000 is based on the MicroHawk configuration, developed at the Aerospace Engineering Department, Politecnico di Torino. The reference platform is characterized by a conventional layout consisting of fixed wing, tailless integrated wing-body configuration, tractor propeller driven. The MH1000 platform is characterized by 3.28 ft wingspan and a total weight of approximately 3.3 lb, and it was designed and tuned to meet the mission specifications required by the project. The flight envelope of the platform ranges from 20 mph to 45 mph. An average flight speed of about 34 mph allows to achieve a flight endurance of at least 40 minutes. The platform flight performance, the autopilot system effectiveness and the compliance of the integrated system to the mission requirements have been tested by extensive on-site flight tests, also in cooperation with the Environment Protection and Damage Preemption Agency of Sicily. The reduced dimensions of the MH1000 platform lead to highly nonlinear system behavior and unconventional dynamics in terms of natural frequencies and damping ratios. The inertial characteristics of the platform yield to unconventional mode characterization thus resulting in undesirable abrupt responses to piloted commands. Furthermore, the sensitivity to changes in flight conditions (concerning velocity more than altitude), the assumptions in aerodynamic database definition (e.g., stability and control derivatives), the inaccuracies in geometric and inertial data represent a set of uncertainties in plant and environment modeling. The result is that conventional control design methods are often not effective. Therefore, the design of a robust flight control system which guarantees a suitable level of tolerance to environmental changes and platform manufacturing/modelling inaccuracies plays a key role whenever stability and performance requirements have to be fulfilled. In this research, we developed an innovative approach for gain synthesis of the MH1000 platform which makes use of uncertainty randomization and is based on the theory of randomized algorithms. This methodology is applicable to different piloted and not piloted aircraft configurations, but it seems particularly suited for Mini-UAVs for their unconventional dynamic characteristics. The MH-1000 prototype manufacturing and a flight test of the platform are shown below.
Algorithms(1(SGS)- 2(SSRA)- 3(SPRA))
Acknowledgments
References
Congestion Control of High-Speed NetworksHigh-speed communication networks have received increasing attention in the control literature. One of the critical issues at the heart of efficient operations of high-speed networks is congestion control. This involves the problem of regulating the source rates in a decentralized and distributed fashion, so that the available bandwidths on different links are used most efficiently while minimizing or totally eliminating loss of packets due to queues at buffers exceeding their capacities. This issue needs to be accomplished under variations in network conditions such as packet delays due to propagation as well as to queueing and bottleneck nodes. Two different network topologies are shown below.
References
Stability of Quantized and Switched SystemsWe study the application of randomized algorithms to quadratic stability of sampled-data systems with memoryless quantizers. The need for quantization inevitably arises when digital networks are part of the feedback loop and it is of interest to reduce the data rate necessary for the transmission of control signals. Then, a fundamental issue is to determine the minimum information to achieve the control objectives. Clearly, if a quantized discrete-time signal takes only a finite number of fixed values, then the trajectories may go close to an equilibrium but not converge, so that asymptotic stability is not achieved. Then, various problems may be posed. For example, it is of interest to clarify how close the trajectories get to the equilibrium point and, if the sampling period is large, how close do the trajectories stay at the equilibrium between sampling instants. The structure of a quantized sampled-data system involves a plant, a quantizer Q0, a controller K, a sampler ST and a hold device HT . Based on a control Lyapunov function approach, we study quadratically attractive sets for quantized sampled-data systems. This study leads to the construction of specific randomized algorithms. The analysis method based on this approach provides a way to obtain less conservative estimates of the performance of the designed system, at the expense of obtaining a probabilistic solution instead of a guaranteed one. Switched systems are also analyzed. In particular, we studied the construction of common Lyapunov functions for using randomized algorithms. Probabilistic and deterministic convergence are shown for infinite and finite families, respectively. Extensions to multimodal systems are considered. In this case probability-one results are obtained using a combination of randomization techniques with branch and bound methods.References
|