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Book

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Title

Proceedings of the International Symposium on Trends in Continuum Physics : TRECOP '04, Poznan, Poland 17-19 November 2004

Editors

[ 1 ] Instytut Mechaniki Stosowanej, Wydział Budowy Maszyn i Zarządzania, Politechnika Poznańska | [ P ] employee

Year of publication

2004

Book type

conference proceedings

Publication language

english

Place

Poznań, Polska

Publisher name

Poznan University of Technology

Publisher name from the Ministry list

Politechnika Poznańska

Date of publication

2004

Number of pages

326

ISBN

83-7143-297-6

Chapters
Risk of Cracking in Kaolin Clay Material During Drying (p. 48-55)
Problems of Vibration Analysis Caused by Impact Soil Compaction (p. 56-62)
The Formulation of the Problem of Transverse Vibration of a Fixed-End Beam with Moving Boundary by the Principle of Hamilton (p. 63-71)
Application of the Principle of Minimal Entropy Production to Solving an Integral Inverse Heat Condution Problem (p. 72-86)
Rayleigh and Loves Waves in a Vortex Field of the II - Type Superconductor (p. 111-127)
Bending of Magnetoelastic Beams (p. 137-142)
Effect of Interia Forces on Thermal Stresses (p. 143-152)
Gravity Force Distribution Acting in Thermoelastic Medium (p. 153-162)
Some Remarks on the Method of Fictitious Sources of Direct and Inverse Problems of Heat Conduction (p. 163-175)
Kinematical and Dynamical Solid Balance (p. 163-172)
Application of Radial Basis Functions for Solution Nonlinear Heat Conduction Problem Using Evolutionary Algorithm (p. 176-186)
Monitoring of Damage in Dried Materials with the Help of Acoustic Emission (p. 187-194)
Mechanistic Model of Microwave Drying of Capillary-Porous Materials (p. 195-202)
Development of Crack Formation During Drying of Timber (p. 203-210)
Solution of Non-Homogeneous Heat Conduction Equation by Polyheat Functions (p. 251-259)
Temperature Source Method for Two-Dimensional Heat Conduction Problem with Inhomogeneous Initial Condition (p. 260-271)
Operator Splitting Algorithm for Thermal Convection in Carreau Fluid (p. 271-281)
The Model Taylor Method to Solve the Hamiltonian Systems; Using the Affine Arithmetic (p. 290-301)
Inertia Load Determined by Kinematic Region Method (p. 301-309)
Conference

International Symposium on Trends in Continuum Physics TRECOP '04, 17-19.11.2004, Poznan, Poland

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