Spedizione gratuita per ordini superiori a 69,99 euro.

Controllare lo stato dell'ordine

Entra a far parte di una comunità di amanti dei libri di tutto il mondo e ottieni numerosi vantaggi. Crea un account gratuito

Spedizione gratuita con Packeta per un prezzo superiore a 69.99 €

Bartolini 4.49 € Punto Poste 5.49 € Punto Poste 5.49 € Punto Bartolini 3.49 € DHL 6.99 € GLS 7.99 €

Contatto

Come acquistare

Aiuto

Il mio account

▸ Vuoto :-(

Spedizione gratuita per ordini superiori a 69,99 euro.

Microstructured Materials: Inverse Problems

Name: Microstructured Materials: Inverse Problems
Brand: Springer-Verlag Berlin and Heidelberg GmbH & Co. KG
SKU: 01658154
Price: 53.79 EUR
Availability: InStock
Author: Jaan Janno
ISBN: 9783642215834

Jaan Janno

Jüri Engelbrecht

Lingua

Inglese

Libro Rigido

Codice Libristo: 01658154

Casa editrice Springer-Verlag Berlin and Heidelberg GmbH & Co. KG, agosto 2011

The book presents a detailed treatment of the mathematical modelling and inverse problems of non-des... Descrizione completa

Codice Libristo: 01658154

132 b

53.79 €

Magazzino esterno Inviamo tra 10-13 giorni

30 giorni per il reso

I clienti hanno acquistato anche

Matematika 8 II.díl Alena Šarounová

In brossura

5.79 €

Probleme der Kriminalität geisteskranker Täter, dargestellt am Krankengut des Landes Schleswig-Holstein. Andreas Schmidt

In brossura

58.99 €

Georg Beseler. Bernd-Rüdiger Kern

In brossura

154.99 €

Problemes Du Spinozisme Pierre-Francois Moreau

In brossura

33.19 €

Les Cent-Jours ou L'esprit de sacrifice Dominique de Villepin

In brossura

32.59 €

LESEZUG/1. Klasse: Prinzessin Juni Wirbelwind Sabine Legien

Rigido

10.49 €

The book presents a detailed treatment of the mathematical modelling and inverse problems of non-destructive evaluation (NDE) of spatially inhomogeneous microstructured materials using ultrasound measurements. The unique value of the book is a clear description of linear and nonlinear mathematical models derived for the modelling of propagation of ultrasonic deformation waves and then the solution of corresponding inverse problems to determine the physical parameters of models. The informative effects are related to nonlinearities on both macro- and micro-level and to dispersion. The goal is to build algorithms which would permit to determine parameters characterizing microstructure. For that not only the conventional harmonic waves are used but a novel concept based on using solitary waves in NDE is proposed. Uniqueness and stability of solutions is studied and numerical examples presented.