Numerical Simulation of Non-Newtonian Flow - Practical Finite Element
Numerical Simulation of Non-Newtonian Flow - Practical Finite Element
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In this review of Numerical Simulation of Non-Newtonian Flow, the book is recommended for graduate students, researchers, and practicing engineers who need a practical introduction to numerical methods for complex fluids. The single biggest reason to buy is its focused treatment of finite element and finite difference approaches applied specifically to non-Newtonian fluid mechanics, which makes it valuable for readers seeking methodical, worked explanations rather than a purely theoretical text.
Key Features
- Comprehensive coverage: The book surveys both finite difference and finite element techniques so readers can compare numerical strategies for non-Newtonian problems.
- Practical focus: Finite element calculation chapters provide stepwise guidance for generalized Newtonian and viscoelastic flow simulations relevant to engineering practice.
- Flow classification: Discussion of flow classification and rheometrical properties helps users identify which constitutive models and numerical treatments suit their problem.
- Applications in complex geometries: Examples and discussion emphasize how non-Newtonian behavior manifests in realistic geometries, aiding model selection for applied tasks.
- Structured learning: The 11-chapter layout walks from governing equations to numerical implementation, useful for self-study or course adoption.
Who It's For
The primary audience is engineering graduate students and researchers in chemical and mechanical engineering who require a working knowledge of how to implement finite element and finite difference schemes for non-Newtonian fluids. It is also well suited to professionals performing computational rheology who need a reference focused on numerical solution techniques rather than experimental methods.
Practitioners seeking extensive modern code examples or a beginner's primer in programming numerical solvers should look elsewhere; this book assumes some familiarity with continuum mechanics and numerical methods and emphasizes analytical and methodological presentation over turnkey software.
Pros & Cons
Pros
- Careful linkage between rheological properties and numerical treatment makes it easier to choose appropriate constitutive models.
- Balanced presentation of finite difference and finite element methods allows readers to understand tradeoffs between approaches.
- Chapters on generalized Newtonian and viscoelastic flow provide targeted guidance for common industrial fluids.
Cons
- Not a programming tutorial; readers seeking ready-to-run code or extensive computational examples may find the implementation detail limited.
Specifications
| Title | Numerical Simulation of Non-Newtonian Flow |
| Author | M. J. Crochet |
| Focus | Finite difference and finite element techniques for non-Newtonian flow |
| Topics covered | Governing equations, flow classification, rheometrical properties, viscoelastic flow |
| Structure | 11 chapters |
| Audience | Graduate students, researchers, practicing engineers |
Our Verdict
Numerical Simulation of Non-Newtonian Flow is recommended for readers who need a methodical, engineering-oriented treatment of numerical techniques for complex fluids. Its strength is the clear connection between rheological concepts and practical numerical methods, making it good value for students and researchers who want a focused reference on viscoelastic and generalized Newtonian flow simulation.
Frequently Asked Questions
Does this book include code examples?
The book emphasizes numerical methods and formulations rather than extensive code listings, so it provides methodological guidance more than turnkey programs.
Is prior numerical methods knowledge required?
Yes. Familiarity with finite element or finite difference basics and continuum mechanics is assumed for full benefit from the material.
Which flows are emphasized?
Both generalized Newtonian and viscoelastic flows are discussed, with attention to rheometrical properties and flows in complex geometries.
Editor's Take
A methodical, engineering-focused reference that links rheological concepts to finite element and finite difference methods, ideal for graduate students and researchers needing practical guidance on non-Newtonian flow simulation.

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