Mechanics of Steadily Propagating Cracks

Name: Mechanics of Steadily Propagating Cracks
Price: 332.78 AUD
Availability: OutOfStock
ISBN: 9789819657025

Patrick N.B. Anongba

$415.95 $332.78

Hardback

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English

Springer Nature Switzerland AG
28 January 2026

Classical mechanics; Mathematical physics; Mechanics of solids; Building construction & materials

This monograph deals with crack motion in solids under load with no acceleration term in the equations of motion. This is qualified as steadily propagating cracks. A useful quantity is G, the crack extension force per unit length of the crack front. Physical quantities associated with the crack, measured under the conditions < G > (G, averaged over the length of the crack front) positive maxima, conform to predictions. This monograph tells how the evolution of fracture in loaded solids is described.

By: Patrick N.B. Anongba
Imprint: Springer Nature Switzerland AG
Country of Publication: Switzerland
Dimensions: Height: 235mm, Width: 155mm,
ISBN: 9789819657025
ISBN 10: 9819657024
Pages: 344
Publication Date: 28 January 2026
Audience: Professional and scholarly , Undergraduate
Format: Hardback
Publisher's Status: Active

Patrick N.B. ANONGBA is born the year 1960 in Abidjan (Ivory Coast). He holds a permanent Research/Professor position since 1995 at University F.H.B. (Cocody). He authored about fifty research articles in plasticity and fracture of cubic materials. He developed an expertise in Transmission Electron Microscopy. EDUCATION: Engineer in physics (EPFL, 1984) and Dr. ès Sciences (EPFL, 1989) EXPERIENCE (Postdoctoral): UNIL in Lausanne (1990 – 1992); MAX-PLANCK-INSTITUT in Stuttgart (1993 – 1994); JSPS fellow, University of Nagoya (1996-1997); FULBRIGHT fellow, UPENN in Philadelphia (2000-2001); Invited Professor, Polytechnic University of Cataluña in Barcelona (2002-2003) and University of Poitiers at Institut P’ - Département PMM in FUTUROSCOPE CHASSENEUIL (2011).

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Mechanics of Steadily Propagating Cracks

Patrick N.B. Anongba

$415.95 $332.78

Hardback

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