Home :: Books :: Science  

Arts & Photography
Audio CDs
Audiocassettes
Biographies & Memoirs
Business & Investing
Children's Books
Christianity
Comics & Graphic Novels
Computers & Internet
Cooking, Food & Wine
Entertainment
Gay & Lesbian
Health, Mind & Body
History
Home & Garden
Horror
Literature & Fiction
Mystery & Thrillers
Nonfiction
Outdoors & Nature
Parenting & Families
Professional & Technical
Reference
Religion & Spirituality
Romance
Science

Science Fiction & Fantasy
Sports
Teens
Travel
Women's Fiction
The Science of Soap Films and Soap Bubbles

The Science of Soap Films and Soap Bubbles

List Price: $14.95
Your Price: $10.17
Product Info Reviews

<< 1 >>

Rating: 4 stars
Summary: Excellent discussion of the physics of soap films/bubbles
Review: Starting with a review of basic concepts such as surface tension and energy considerations, this book develops the basic physics of soap films and soap bubbles. Topics discussed include minimum surfaces in two and three dimensions, some practical applications of soap films, multiple bubbles,analogue and analytical methods, the Laplace-Young Equation and many others. The book contains some excellent color plates containing pictures of various soap films and illustrating some of the concepts discussed.

The mathematical and physical level is modest. A knowledge of basic differential equations and how to apply Newton's Second Law will get you through. Some more advanced concepts such as the the idea of curvature from differential geometry and the force due to a column of liquid from fluid statics are sometimes used but the context of their use makes them pretty self explanatory in this book. The Calculus of Variations is often referred to and an appendix covers the basic concepts of this branch of mathematics, but no particular knowledge of this subject is required to enjoy the book.

All in all an informative and enjoyable book.

Rating: 4 stars
Summary: Excellent discussion of the physics of soap films/bubbles
Review: Starting with a review of basic concepts such as surface tension and energy considerations, this book develops the basic physics of soap films and soap bubbles. Topics discussed include minimum surfaces in two and three dimensions, some practical applications of soap films, multiple bubbles,analogue and analytical methods, the Laplace-Young Equation and many others. The book contains some excellent color plates containing pictures of various soap films and illustrating some of the concepts discussed.

The mathematical and physical level is modest. A knowledge of basic differential equations and how to apply Newton's Second Law will get you through. Some more advanced concepts such as the the idea of curvature from differential geometry and the force due to a column of liquid from fluid statics are sometimes used but the context of their use makes them pretty self explanatory in this book. The Calculus of Variations is often referred to and an appendix covers the basic concepts of this branch of mathematics, but no particular knowledge of this subject is required to enjoy the book.

All in all an informative and enjoyable book.

Rating: 3 stars
Summary: Good book, but a bit out of date.
Review: This book describes the physics of the formation and minimization of soap films and bubbles. It relies heavily on mathematics. For example, the interference patterns in a soap film are given. Rigorous proofs for the minimization of bubbles and soap films are helpful, but only if one has had enough math to understand the proof. The author also uses conventions that many people would find confusing. It would not be hard to split this book in two. The first book would be just the observed phenomena, and the second would be the mathematical proofs of the phenomena. This book is well written, but the interposition of the mathematical proofs changes this book from a cool book about bubbles to a textbook about bubbles

Rating: 3 stars
Summary: Good book, but a bit out of date.
Review: This book describes the physics of the formation and minimization of soap films and bubbles. It relies heavily on mathematics. For example, the interference patterns in a soap film are given. Rigorous proofs for the minimization of bubbles and soap films are helpful, but only if one has had enough math to understand the proof. The author also uses conventions that many people would find confusing. It would not be hard to split this book in two. The first book would be just the observed phenomena, and the second would be the mathematical proofs of the phenomena. This book is well written, but the interposition of the mathematical proofs changes this book from a cool book about bubbles to a textbook about bubbles


<< 1 >>

© 2004, ReviewFocus or its affiliates