Analysis and Optimal Control of Phase-Field Transition System: Fractional Steps Methods


Costica Morosanu

DOI: 10.2174/97816080535061120101
eISBN: 978-1-60805-350-6, 2012
ISBN: 978-1-60805-647-7

Indexed in: Book Citation Index, Science Edition, Scopus, EBSCO.

All developments in mathematics and computer science facilitate development of industrial applications. This e-book approaches the sub...[view complete introduction]
US $
Buy Personal eBook
Order Library eBook
Order Printed Copy
Order PDF + Printed Copy (Special Offer)

*(Excluding Mailing and Handling)

🔒Secure Checkout Personal information is secured with SSL technology
Download Flyer

ANNEXE B: Implementation of FEM - Finite Element Method

- Pp. 294-322 (29)



The finite element method (fem for short) is a general method for approximating the solution of boundary value problems for partial differential equations. This method derives from the Ritz (or Gelerkin) method, characteristic for the finite element method being the choice of the finite dimensional space, namely, in the case of fem the finite dimensional space, corresponding to the original space of functions, is the span of a set of finite element basis functions, as we will see in the sequel.

Purchase Chapter  Book Details


Webmaster Contact: Copyright © 2019 Bentham Science