Tables of Contents - Numerical Heat Transfer: Fundamentals journal 
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Numerical Heat Transfer:  Fundamentals

Tables of Contents

Numerical Heat Transfer:  Fundamentals

Volume 32, Issue 2
Publication date (expected/actual): September 1997


Discussion of Numerical Deficiency of Applying a Partially Weighted Upwind Finite Element Model to Incompressible and Navier-Stokes Equations
Sheu et al.

Solution of the Pressure Correction Equation by the Preconditioned Conjugate Gradient Method
Sheen and Wu

Parallelizaiton of the Discrete Ordinates Method
Gonçalves and Coelho

TI Computation of Turbulent Two-Phase Flow on Overlapped Grids
Tu

Numerical Simulation of a Vertical Thermosyphonic Loop Placed in a Transverse Magnetic Field
Ghaddar

Spectral Simualtion of Thermocapillary Convection with Deformabel Free Surface Using Boundary-Fitted Coordinates
Ahmed and Ball

Numerical Heat Transfer:  Fundamentals

Volume 32, Issue 3
Publication date (expected/actual): October 1997


Adaptive Unstructured Grid for Three-Dimensional Interface Representation
Jayaraman et al.

An Unstructured Grid Method for a Pressure-Based Flow and Heat Transfer Solver
Lai

A New Family of Streamline-Based Very High Resolution Schemes
Moukalled and Darwish

Stability and Accuracy Analyses for the Incompressible Navier-Stokes Equations on the Staggered Triangular Grid
Hwang

Pressure Boundary Conditions for Incompressible Flow Using Unstructured Meshes
Mathur and Murthy

On a Monotonic Convection-Diffusion Scheme in Adaptive Meshes
Fang et al.

Numerical Heat Transfer:  Fundamentals

Volume 32, Issue 4
Publication date (expected/actual): December 1997


Solution of the Inverse Heat Conduction Problem with a Time-Variable Number of Future Temperatures
Blanc et al.

A Pressure Correction Scheme Using Coupled Momentum Equations Giannakoglou and Politis

Computation of Unsteady Flows Using Non-Matching Blocks of Structured Grid
Lilek et al.

An Implicit Finite-Volume Method Using Non-Matching Blocks of Structured Grid
Lilek et al.

Computation of Free Surface Flows Using Finite Volume Method and Moving Grids
Muzaferija and Peric

An Optimal Solution to Inverse Heat Conduction Problems Based on Frequency Domain Interpretation and Observers
Blum and Marquardt

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