Proposes a robust visual servoing scheme for robot manipulator with eye-in-hand camera configuration. To perform the tasks defined in the image plane, the velocity Jacobian matrix is used to transform the camera motio...
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(纸本)0780347781
Proposes a robust visual servoing scheme for robot manipulator with eye-in-hand camera configuration. To perform the tasks defined in the image plane, the velocity Jacobian matrix is used to transform the camera motion to the object position change. In addition, a dynamic learning controller is designed to improve the tracking performance of robotic system. The proposed control scheme is implemented for tasks of tracking moving objects and shown to outperform the conventional visual servo system without the dynamic control loop in convergence and robustness to parameter uncertainty, disturbances, low sampling rate, etc.
Discrete-time control schemes are often used for realization of positional control strategies for continuous time control problems (Krasovskii and Subbotin, 1974; Osipov, 1971) . However for general systems with delay...
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Discrete-time control schemes are often used for realization of positional control strategies for continuous time control problems (Krasovskii and Subbotin, 1974; Osipov, 1971) . However for general systems with delays (whicb are often called functional differential equations (FDE)) exact solutions in both continuous and discrete schemes can be found in exceptional cases. So, as rule, it is necessary to solve corresponding control problems using suitable numerical algorithms . In surveys (Cryer and Tavernini, 1972; Hall and watt, 1976; Bellen, 1985) different numerical methods for FDE are discussed. In this paper positional implicit Runge-Kutta-like numerical methods of solving general FDE are presented. The elaborated methods are direct analogs of the corresponding numerical methods of ODE case. Also we present new theorem (which generalizes the results of (Kim and Pimenov, 1997; Kim and Pimenov, 1998)) on convergence order. The obtained results are based on distinguishing of finite dimensional and infinite dimensional components in the structure of FDE, on interpolation and extrapolation of the discrete prehistory of the model, on application of constructions of i- smooth analysis (Kim, 1996) . The notion of an approximation order for an optimal strategy in the discrete scheme of realization is introduced. The conditions, which guarantee required approximation order of the optimal strategy, are presented.
This paper refers to the fast implementation of the positional forward acceleration of the end effector of revolute robotic arms with spherical wrists, using the distributed arithmetic technique. The acceleration of t...
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This paper refers to the fast implementation of the positional forward acceleration of the end effector of revolute robotic arms with spherical wrists, using the distributed arithmetic technique. The acceleration of the end effector is calculated by a cascade configuration of two pipelined arrays that calculate the Jacobian matrix and its time derivative, as well as the centrifugal-Coriolis and linear accelerations. These partial accelerations are then added in the adder tree. The building blocks of the arrays are the distributed arithmetic-based circuits that implement the matrix-vector multiplications involved in the calculations. The digit-serial configuration of the proposed implementation of the positional forward acceleration of the end effector is described. The serial and the parallel configurations may result as special cases of the digit-serial configuration. The proposed distributed arithmetic (DA) implementation of the positional forward acceleration may be applied, after appropriate modifications, to the general case of robots having either revolute or prismatic joints, with any type of wrist.
This paper is concerned with invariant systems on Lie groups. A sufficient condition for a piecewise constant input to distinguish between any two distinct initial states contained in some open neighbourhood of the st...
This paper is concerned with invariant systems on Lie groups. A sufficient condition for a piecewise constant input to distinguish between any two distinct initial states contained in some open neighbourhood of the state space is given. This condition involves the parallel translation of vectors along curves thus relating observability to parallelism.
A simple, but effective, method of calibrating a multimanipulator robotic system is introduced. The algorithm uses precisely machined calibration plates which are inexpensive to manufacture and require no measuring in...
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A simple, but effective, method of calibrating a multimanipulator robotic system is introduced. The algorithm uses precisely machined calibration plates which are inexpensive to manufacture and require no measuring instrumentation. The method is tested on a dual-arm system which resulted in an order of magnitude reduction in the pose error. Coordinated dual-arm manipulation experiments are conducted using the calibrated kinematic model to validate the usefulness of the calibration process
Real-time, in situ control of reactive ion etching is shown to reduce loading disturbance in an Applied 8300 reactive ion etch system. The etch process vehicle is CF4 etching of polysilicon. A real-time, multivariable...
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Real-time, in situ control of reactive ion etching is shown to reduce loading disturbance in an Applied 8300 reactive ion etch system. The etch process vehicle is CF4 etching of polysilicon. A real-time, multivariable feedback control strategy where key plasma parameters are fed back has been developed. This strategy is experimentally compared with standard industry practice and is shown to reduce the loading effect by 80%. This quantification of improvement is carried out in terms of a model from the literature which is reviewed and experimentally validated for the etch equipment and process used.
This paper describes a binary image representation scheme, which is called image block representation and presents a new skeletonization algorithm, which is implemented on block represented binary images. The main pur...
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This paper describes a binary image representation scheme, which is called image block representation and presents a new skeletonization algorithm, which is implemented on block represented binary images. The main purpose of the image block representation is to provide an efficient binary image representation that permits the execution of operations on image areas instead of image points. The skeletonization algorithm operates in four subiterations: each subiteration deletes the north, the south, the west and the east boundary points, respectively. Due to the substitution of the boundary points by the block's boundary points the relevant operations are performed fast, while preserving the end points and the object connectivity.
In this paper we present a method for image feature extraction using coordinate logic filters. Coordinate logic filters constitute a new kind of nonlinear filter, which are closely related to morphological fillers. Th...
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In this paper we present a method for image feature extraction using coordinate logic filters. Coordinate logic filters constitute a new kind of nonlinear filter, which are closely related to morphological fillers. The key issue to the coordinate logic analysis of images is the methodology of fast successive filtering and managing of the residues. The desired processing is succeeded by executing only direct logic operations among the pixels of the given image. The coordinate logic filters can be easily implemented using logic circuits or cellular automata.
In this paper the regulation problem of linear discrete-time systems with uncertain parameters under state and control constraints is studied. In the frrst part of the paper, two theorems concerning necessary and suff...
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In this paper the regulation problem of linear discrete-time systems with uncertain parameters under state and control constraints is studied. In the frrst part of the paper, two theorems concerning necessary and sufficient conditions for the existence of a solution to this problem are presented. Due to the constructive form of the proof of these theorems, these results can be used for the derivation of a control law transferring to the origin any state belonging to a given set of initial states while respecting the state and controI constraints. So, a design technique is developed. By this technique the initial problem. is reduced to simple mathematical programming problems. Dans cet article, on étudie le problème de regulation des systémes linéaires discrets avec des parametres imprécis et contraintes sur la commande et l'état. Dans la première partie de l'article, on présente deux théorèmes concemant les conditions nécessaires et suffisantes pour l'existence d'une solution a ce problème. Grace au caraètere constructive de la démonstration de ces théoremes, ces resultats peuvent etre utilises pour la dérivation d'une lois de commande permettant le transf ère a l'origine de tous les états appartennant à un ensemble donne des états initiaux, sans violer les contraintes sur la commande et l'état.
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