Join Amazon Prime and get unlimited Free One-Day Delivery. Already a member? Sign in.

 

or
Sign in to turn on 1-Click ordering.
 
   
More Buying Choices
12 used & new from £65.15

Have one to sell? Sell yours here
 
   
Tell a Friend
Computational Methods for Fluid-Structure Interaction (Pitman Research Notes in Mathematics)
 
 

Computational Methods for Fluid-Structure Interaction (Pitman Research Notes in Mathematics) (Hardcover)

by Jean-Marie Crolet (Author), Roger Ohayon (Author) "In the study of vibrations of an elastic tube bundle (of mass m and stiffness k) placed in a cross-flow, Chen, from physical considerations [1],..." (more)
No customer reviews yet. Be the first.
RRP: £68.99
Price: £65.54 & this item Delivered FREE in the UK with Super Saver Delivery. See details and conditions
You Save: £3.45 (5%)
In stock.
Dispatched from and sold by Amazon.co.uk. Gift-wrap available.

Only 1 left in stock--order soon (more on the way).

Want guaranteed delivery by Thursday, October 9? Choose Express delivery at checkout. See Details

12 used & new available from £65.15
Other Editions: RRP: Our Price: Other Offers:
Paperback 2 used & new from £74.34
 
   

Product details


Customers Viewing This Page May Be Interested in These Sponsored Links

  (What is this?)
Pitman for Office Skills
www.Pitman-Training.com    The Skills for That Job. Courses Start Daily at Pitman Centres 
Manage notes and research
www.rightmindlogic.com    Keep a journal to free your mind. Get i*write journal software. 
  

Product Description

Product Description
Fluid-structure interaction is a new theme of investigation in computational methods, covering many applications in both engineering and medical sciences. This book deals with various examples of interaction between a fluid and a structure, and each author presents, for the different problems involved, the method which is considered to be the most appropriate.

Synopsis
Topics covered in this study include moving boundary problems in computational bio-fluid mechanics; finite element solution of Stokes Flow in a channel with a collapsible segment; and a numerical method for the study of red blood cell motion in small vessels.

See all Product Description

Inside This Book (Learn More)
First Sentence
In the study of vibrations of an elastic tube bundle (of mass m and stiffness k) placed in a cross-flow, Chen, from physical considerations [1], poses the tube movement equations a priori in the form: (m + M) + C + (k + K)s = 0, in which s is the displacement vector of the group of tubes; M, C, K are respectively the added mass, stiffness and damping matrices, due to the presence of the fluid (for a general study of fluid-structure interaction and its applications, we refer to Gibert [2], Ohayon [3]). Read the first page
Explore More
Concordance
Browse Sample Pages
Front Cover | Copyright | Table of Contents | Excerpt | Back Cover
Search inside this book: