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Understanding Viscoelasticity : An Introduction to Rheology / by Nhan Phan-Thien

This book presents an introduction to viscoelasticity; in particular, to the theories of dilute polymer solutions and dilute suspensions of rigid particles in viscous and incompressible fluids. These theories are important, not just because they apply to practical problems of industrial interest, bu... Full description

PPN (Catalogue-ID): 733286127
Personen: Phan-Thien, Nhan
Format: eBook eBook
Enthält: ""Understanding Viscoelasticity""; ""Preface""; ""First Edition""; ""Second Edition""; ""Contents""; ""Chapter 1: Tensor Notation""; ""1.1 Cartesian Frame of Reference""; ""1.1.1 Position Vector""; ""1.2 Frame Rotation""; ""1.2.1 Orthogonal Matrix""; ""1.2.2 Rotation Matrix""; ""1.3 Tensors""; ""1.3.1 Zero-Order Tensors""; ""1.3.2 First-Order Tensor""; ""1.3.3 Outer Products""; ""1.3.4 Second-Order Tensors""; ""1.3.5 Third-Order Tensors""; ""1.3.6 Transpose Operation""; ""1.3.7 Decomposition""; ""1.3.8 Some Common Vectors""; ""1.3.9 Gradient of a Scalar""; ""1.3.10 Some Common Tensors""
Language: English
Published: Berlin, Springer, 2013
Edition: 2nd ed. 2013
Series: Graduate Texts in Physics
Basisklassifikation: 33.14
33.62
50.31
50.33
RVK:

UF 3000: Physik -- Mechanik, Kontinuumsmechanik, Hydrodynamik, Schwingungslehre -- Kontinuumsmechanik der Festkörper -- Elastizitätstheorie

Subjects:

Viskoelastizität / Rheologie

Notes: Description based upon print version of record.
Physical Description: Online-Ressource (XIII, 202 p. 69 illus., 14 illus. in color), digital.
Link: Inhaltsverzeichnis
Inhaltstext
ISBN: 978-3-642-32958-6
Sekundärausgabe Online-Ausg., 2013, Springer eBook Collection. Physics and Astronomy

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501 |a ""1.7.4 Cayley-Hamilton Theorem""""1.8 Derivative Operations""; ""1.8.1 Derivative of det(A)""; ""1.8.2 Derivative of tr(A)""; ""1.8.3 Derivative of tr(A2)""; ""1.9 Gradient of a Field""; ""1.9.1 Field""; ""1.9.2 Cartesian Frame""; ""Gradient Operator""; ""Gradient of a Scalar""; ""Gradient of a Vector""; ""Transpose of a Gradient""; ""Divergence of a Vector""; ""Curl of a Vector""; ""Divergence of a Tensor""; ""1.9.3 Non-Cartesian Frames""; ""Cylindrical Coordinates""; ""Physical Components""; ""Gradient Operator""; ""Gradient of a Vector""; ""Divergence of a Vector"" 
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501 |a ""2.3.1 Small Strain Oscillatory Flow""""2.3.2 Stress Overshoot""; ""2.3.3 Stress Relaxation""; ""2.3.4 Relaxation Modulus""; ""2.3.5 Recoil""; ""2.4 Elongational Flows""; ""2.4.1 Elongational Viscosity""; ""2.5 Viscoelastic Instabilities""; ""Chapter 3: Kinematics and Equations of Balance""; ""3.1 Kinematics""; ""3.1.1 Reference Con guration""; ""3.1.2 Velocity and Acceleration Fields""; ""3.1.3 Material Derivative""; ""3.2 Deformation Gradient and Strain Tensors""; ""3.2.1 Deformation Gradient""; ""3.2.2 Cauchy-Green Strain Tensor""; ""3.2.3 Relative Strain Tensors""; ""3.2.4 Path Lines"" 
501 |a ""3.2.5 Oscillatory Shear Flow"" 
520 |a This book presents an introduction to viscoelasticity; in particular, to the theories of dilute polymer solutions and dilute suspensions of rigid particles in viscous and incompressible fluids. These theories are important, not just because they apply to practical problems of industrial interest, but because they form a solid theoretical base upon which mathematical techniques can be built, from which more complex theories can be constructed, to better mimic material behaviour. The emphasis is not on the voluminous current topical research, but on the necessary tools to understand viscoelasticity at a first year graduate level. The main aim is to provide a still compact book, sufficient at the level of first year graduate course for those who wish to understand viscoelasticity and to embark in modeling of viscoelastic multiphase fluids. To this end, a new chapter on Dissipative Particle Dynamics (DPD) was introduced which is relevant to model complex-structured fluids. All the basic ideas in DPD are reviewed, with some sample problems to illustrate the methodology 
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