Heat Transfer

Höfundur

Útgefandi De Gruyter

Snið Page Fidelity

Print ISBN 9783110131734

Útgáfa 1

Útgáfuár 1991

19.290 kr.

Description

Efnisyfirlit

  • PREFACE
  • CONTENTS
  • FIRST INTERNATIONAL CONFERENCE ON COMPUTATIONAL MODELLING OF FREE AND MOVING BOUNDARY PROBLEMS 91
  • SECTION 1: SOLIDIFICATION AND MELTING
  • Recent Developments in the Modelling of Solidification Processes
  • Numerical Modelling of Freezing Processes in Foodstuffs
  • An Alternative Approach for the Modelling and Simulation of Binary-Alloy Solidification using a Fixe
  • Melting of Anisotropic Crystals by the Boundary-Domain Integral Method
  • An Efficient Finite Element Procedure for the Solution of Enthalpy Model for Phase Change Heat Condu
  • Cyclic Phase Change Heat Conduction in T h i n Composite Slabs
  • Simulation of Natural Convection Melting of a Pure Metal from Below
  • A Fast Implementation of the Isotherm Migration Method
  • An Inverse Finite Element Method for Directly Formulated Free and Moving Boundary Problems
  • Finite Difference Enthalpy Methods for Dendritic Growth
  • Numerical Model of Heat Transfer Processes in Solidifying and Cooling Steel Ingot (on the basis of B
  • SECTION 2: METAL CASTING AND WELDING
  • Spread in Hot Rolling: an Optimal Control Approach
  • Newtonian Fluid Computations in Lagrangian Variables with a Remeshing Technique. Application to the
  • Utilization of the Boundary Element Method for Numerical Analysis of Thermal Processes in the Castin
  • Free Surfaces Computation in a Steady-State Finite Element Model for Tube Rolling
  • Prediction of the Free Surface in a Continuous Casting Mould and its Influence on the Flow Pattern a
  • SECTION 3: ELECTRICAL/ELECTROMAGNETIC PROBLEMS
  • Optimal Shape Synthesis of Electric Devices using the Boundary Element Method
  • Modelization of the Non-Linear Moving Parts of an Electromechanical Relay
  • SECTION 4: SCIENTIFIC APPLICATIONS
  • Moving Boundary Problems and Solution Strategies in Semiconductor Process Simulation
  • On a Kind of Dynamic Fracture Problem with Moving Boundaries
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