The Leading eBooks Store Online
for your Apple or Android device, Nook, Kobo, PC, Mac, Sony Reader...
Group Properties Of The Acoustic Differential Equation
Add to cart
US$ 129.95
(+ tax)
Devices
- Smart phones
- PC
- Mac
See the full list
Available Devices
X
This book is available for the following devices:
- Windows PC
- Palm-based devices
- Windows Mobile PDAs and phones
- Symbian-based (Nokia etc) phones
- Blackberry
- iLiad
- eBookMan
- Cybook and other ebook reader devices (excluding Kindle and Sony)
File Formats
Download: MobiPocket.
Permissions
Printing
Copy/Paste
Read Aloud
Printing
Copy/Paste
Read Aloud
more
This text is an addition to the existing literature about the symmetrical properties of sound waves. The authors clarify the algebraic and analytical nature of the dynamic acoustic problem. Operator equations which are typical for linear systems and the more general Lie method are considered, which can be applied even to nonlinear problems. The information obtained allows the reader to construct different types of analytical solutions of the different acoustic equation. The acoustic differential equation describes sound waves in elastic media. If the media is non-homogeneous then the acoustic equation is generally very complicated and its exact solutions or analytical solutions may be considered as rare. This volume applies Lie algebra and Lie group techniques to separate independent variables and obtains exact analytical solutions. Special attention is paid to homogeneous and non-homogeneous media with different symmetry properties. The full wave acoustic equation is considered as well as the so-called phase acoustic equation which arises in the short-wave approximation.Key Features:
* Methodological approach
* Compares symmetry properties of full-wave and phase equations
* The book contains a full list of acoustic problem solutions
Subject categories
ISBNs
9781135747138
9781135747121
9780748402809
9780203211717
0203211715

