AUTHORED BY A RESPECTED SCIENTIST WITH A GROWING INTERNATIONAL REPUTATION THIS IS A SELF–CONTAINED TEXT THAT CAN BE USED BY THE BEGINNERS AND THE EXPERTS ALIKE, TO STUDY THE BASIC ASPECTS OF FINITE ELEMENT MODELLING. IT PROVIDES A SOUND PHYSICAL UNDERSTANDING OF THE BASIS ON WHICH MATHEMATICAL MODELS OF POLYMER PROCESSES ARE BUILT. * WRITTEN FROM A CHEMICAL ENGINEERING RATHER THEN A MATHEMATICAL PERSPECTIVE IT ENABLES THE READER TO GET UP TO SPEED IN A RELATIVELY SHORT TIME * PROVIDES THE 'PARTS AND TOOLS' REQUIRED TO ASSEMBLE FINITE ELEMENT MODELS, APPLICABLE TO SITUATIONS THAT ARISE UNDER REALISTIC CONDITIONS * DISCUSSES AND COMPARES SPECIFIC FINITE ELEMENT SCHEMES THAT PROVIDE THE MOST RELIABLE AND ROBUST NUMERICAL SOLUTION PROCEDURES FOR POLYMER PROCESSING MODELS * PRACTICAL EXAMPLES GIVE A WIDE RANGING VIEW OF THE APPLICATION OF FINITE ELEMENT ANALYSIS TO INDUSTRIAL PROBLEMS * DESCRIBES NON–NEWTONIAN FLUID MECHANICS EQUATIONS IN A SELF–CONTAINED, CONCISE AND CLEAR MANNER * INCLUDES CLEAR AND SIMPLE READILY COMPILED CODE TO MODEL SIMPLE PROBLEMS THAT CAN BE EXTENDED TO SOLVE MORE COMPLEX POLYMER PROCESSING PROBLEMS THIS BOOK MAKES THE SUBJECT ACCESSIBLE TO A WIDE AUDIENCE RANGING FROM SENIOR UNDER–GRADUATE TO POST–GRADUATE ENGINEERING STUDENTS, AS WELL AS, RESEARCHERS AND PRACTISING ENGINEERS INVOLVED IN POLYMER INDUSTRY.
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Authored by a respected scientist with a growing international reputation this is a self-contained text that can be used by the beginners and the experts alike, to study the basic aspects of finite element modelling. It provides a sound physical understanding of the basis on which mathematical models of polymer processes are built. Written from a chemical engineering rather then a mathematical perspective it enables the reader to get up to speed in a relatively short time Provides the 'parts and tools' required to assemble finite element models, applicable to situations that arise under realistic conditions Discusses and compares specific finite element schemes that provide the most reliable and robust numerical solution procedures for polymer processing models Practical examples give a wide ranging view of the application of finite element analysis to industrial problems Describes non-Newtonian fluid mechanics equations in a self-contained, concise and clear manner Includes clear and simple readily compiled code to model simple problems that can be extended to solve more complex polymer processing problems This book makes the subject accessible to a wide audience ranging from senior under-graduate to post-graduate engineering students, as well as, researchers and practising engineers involved in polymer industry.
Providing a detailed reference that explains methodology and practice, Practical Aspects of Finite Element Modeling of Polymer Processing facilitates the transition from the theoretical treatment of the subject through to practical procedure via:
* a descriptive approach that does not require knowledge of advanced mathematical topics
* a detailed methodology for finite element modeling of various polymer processing flows
* working equations of various polymeric flow models in co-ordinate systems, which can be directly translated into computer code
* modelling methods illustrated by worked examples.
Computational fluid dynamics is a major investigative tool in the design and analysis of complex flow processes encountered in modern industrial operations. At the core of every computational analysis is a numerical method that determines its accuracy, reliability speed and cost effectiveness. The finite element method has been established as a powerful technique that provides these requirements in the solution of fluid flow and heat transfer problems.
This book develops finite element solution schemes for the governing equations of polymer processing flows and provides coverage of:
* Equations of non-Newtonian fluids mechanics
* Weighted residual finite element methods
* Polymeric flow process modeling
* Working equations of finite element schemes
* Finite element software
* Computer simulations
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