Buch, Französisch, Englisch, 200 Seiten, Format (B × H): 164 mm x 249 mm, Gewicht: 676 g
Buch, Französisch, Englisch, 200 Seiten, Format (B × H): 164 mm x 249 mm, Gewicht: 676 g
ISBN: 978-2-940222-56-8
Verlag: Presses Polytechniques et Universitaires Romandes
Mechanism constitute the mechanical organs of machines. They are generally composed of rigid segments connected to each other by articulated joints. The function of the joints is to act as bearings, i.e. to constraint the relative motion of the segments it connects, while leaving a freedom of motion in some specific directions. Conventional mechanisms rely on sliding or rolling motions between solid bodies in order to fulfill the bearing function. Consequently, these bearings exhibit friction forcers limiting the motion precision, they require lubrication, they undergo wear, they produce debris and they have a limited lifetime. Flexure mechanisms rely on a radically different physical principle to fulfill the bearing function: the elastic deformation of beams and membranes. This gets around the above-mentioned limitations. The rigid segments of the mechanism are connected to each other via elastically deformable joints called flexures which are springs whose stiffnesses are designed to be very high in the directions where the joint has to constrain relative motion and very flexile in the directions where freedom of motion is required. As a result, mechanisms can be manufactured monolithically and, by proper choice of materials and geometry of the flexures, lead to lifetimes of tens of millions of cycles without any wear or change in the geometry or forces of motion. Thanks to these unique properties flexure mechanisms have become an inescapable technology in all environments where friction, lubrication, wear, debris or mechanical backlash are forbidden: outer space, vacuum, cryogenics, high radiation, ultra-clean environments, etc. This book comes within the scope of this technological evolution. It gathers the knowledge of experts in flexure mechanisms design having worked in the key fields of high precision robotics, aerospace mechanisms, particle accelerators and watch making industry. It is dedicated to engineers, scientists and students working in these fields. The book presents the basic principles underlying flexure mechanism design, the most important flexures and the key formulas for their proper design. It also covers more general aspects of the kinematic design of multi-degrees of freedom mechanism exploiting the state of the art approaches of parallel kinematics. A wide variety of concrete examples of systems designed based on theses approaches are presented in details.
Autoren/Hrsg.
Fachgebiete
Weitere Infos & Material
Introduction
Flexure bearing importance
Flexible element classification
Book goals
Topic delimitation
BASIC FLEXURES
Underlying theory
Basic assumptions
Allowable deflections
Stiffnesses
Flexure joint elements
General considerations
Leaf springs
Rods
Torsion bars
Circular notch hinges
Linear translation bearings
Two parallel leaf spring stage
Over constrained stage with four parallel leaf springs
Four prismatic notch hinge stage
Four circular notch hinge stage
Conclusion on linear translation bearings
Rotational bearings
Separate cross spring pivot
Joined cross spring pivot
RCC pivot with two leaf springs
RCC pivot with four notch hinges
Cross pivot with four notch hinges
Comparison of the pivots
Radial loads
Over constrained pivot with three leaf springs
FLEXURE MECHANISMS
Flexure structures
Kinematics
Choice of materials
Working envelope
Stiffnesses
Modular design of flexure mechanisms
Introduction
Concept of modular kinematics
Reduced solution catalogue for ultra-high precision
Mechanical design of the building bricks
Case study: 5-DOF ultra-high precision robot
Ultra-high precision parallel robots family
Conclusion
Final Note
Rectilinear flexure mechanisms
Introduction
Rectilinear Kinematics
Sarrus guiding mechanism
13-hingestage mechanism
Analysis and comparison
Application to the watt balance
Conclusions
Examples of planar mechanisms used for out-of-plane functions
Introduction
Example of design problem of an active cardiac stabilizer
Exploiting the vicinity of singularities
Optimization of the spherical compliant joint
Exploiting the singularities of parallel mechanisms
Selection of an actuation mechanism
Integration of the three mechanisms in the two planes
Conclusions