A. Mata – Fundamentals of Machine Theory and Mechanisms (2016)

Автор: A. Mata
Название книги: Fundamentals of Machine Theory and Mechanisms
Формат: PDF
Жанр: Машиностроение
Страницы: 415
Качество: Изначально компьютерное, E-book

This book develops the basic content for an introductory course in Mechanism and Machine Theory. The text is clear and simple, supported by more than 350 figures. More than 60 solved exercises have been included to mark the translation of this book from Spanish into English. Topics treated include:
dynamic analysis of machines; introduction to vibratory behavior; rotor and piston balanced; critical speed for shafts; gears and train gears; synthesis for planar mechanisms; and kinematic and dynamic analysis for robots. The chapters in relation to kinematics and dynamics for planar mechanisms can be studied with the help of WinMecc software, which allows the reader to study in an easy and intuitive way, but exhaustive at the same time. This computer program analyzes planar mechanisms of one-degree of freedom and whatever number of links. The program allows users to build a complex mechanism. They can modify any input data in real time changing values in a numeric way or using the computer mouse to manipulate links and vectors while mechanism is moving and showing the results. This powerful tool does not only show the results in a numeric way by means of tables and diagrams but also in a visual way with scalable vectors and curves.
Topics
Mechanical Engineering
Vibration, Dynamical Systems, Control
Mechanics
Contents
Kinematic Chains
Kinematic Analysis of Mechanisms. Relative Velocity and Acceleration. Instant Centers of Rotation
Analytical Methods for the Kinematic Analysis of Planar Linkages. Raven’s Method
Graphical and Analytical Methods for Dynamic Analysis of Planar Linkages
Balancing of Machinery
Flywheel Calculations
Vibrations in Systems with One Degree of Freedom
Gears
Gear Trains
Synthesis of Planar Mechanisms
Appendixes
Position Kinematic Analysis. Trigonometric Method
Freudenstein’s Method to Solve the Position Equations in a Four-Bar Mechanism
Kinematic and Dynamic Analysis of a Mechanism