β Scribed by Angelos P. Markopoulos (auth.)
No coin nor oath required. For personal study only.
Finite Element Method in Machining Processes provides a concise study on the way the Finite Element Method (FEM) is used in the case of manufacturing processes, primarily in machining. The basics of this kind of modeling are detailed to create a reference that will provide guidelines for those who start to study this method now, but also for scientists already involved in FEM and want to expand their research.
A discussion on FEM, formulations, and techniques currently in use is followed up by machining case studies. Orthogonal cutting, oblique cutting, 3D simulations for turning and milling, grinding, and state-of-the-art topics such as high speed machining and micromachining are explained with relevant examples. This is all supported by a literature review and a reference list for further study.
As FEM is a key method for researchers in the manufacturing and especially in the machining sector, Finite Element Method in Machining Processes is a key reference for students studying manufacturing processes but also for industry professionals.
Front Matter....Pages i-viii
Machining Processes....Pages 1-9
Cutting Mechanics and Analytical Modeling....Pages 11-27
Finite Element Modeling....Pages 29-57
Application of FEM in Metal Cutting....Pages 59-69
Other Machining Processes and Modeling Techniques....Pages 71-92
Operating Procedures, Materials Treatment; Machinery and Machine Elements; Theoretical and Applied Mechanics
π SIMILAR VOLUMES
<p><P>The physics of metal forming and metal removing is normally expressed using non-linear partial differential equations which can be solved using the finite element method (FEM). However, when the process parameters are uncertain and/or the physics of the process is not well understood, soft com
<p><P>The physics of metal forming and metal removing is normally expressed using non-linear partial differential equations which can be solved using the finite element method (FEM). However, when the process parameters are uncertain and/or the physics of the process is not well understood, soft com
<p><P>The physics of metal forming and metal removing is normally expressed using non-linear partial differential equations which can be solved using the finite element method (FEM). However, when the process parameters are uncertain and/or the physics of the process is not well understood, soft com
This is a textbook written for mechanical engineering students at the first year graduate level. As such, it emphasizes the development of finite element methods used in applied mechanics. The book starts with fundamental formulations of heat conduction and linear elasticity and derives the weak for