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Exact Analytical Conduction Toolbox (EXACT)

version 2.0.0.0 (16.2 MB) by UNL EXACT

UNL EXACT (view profile)

The Exact Analytical Conduction Toolbox is a collection of analytical heat transfer solutions.

12 Downloads

Updated 28 Apr 2018

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The Exact Analytical Conduction Toolbox (EXACT) contains codes for obtaining high-precision values from analytical solutions. EXACT should be useful to engineers and scientists engaged in code verification, inverse problems, indirect measurements, and anyone with a need for precise numerical values obtained from verified algorithms in heat conduction/diffusion. The material available here (Matlab File Exchange) is limited to the problem statement and the computer codes, however the EXACT web site (exact.unl.edu) contains a larger collection of solutions each with information on verification, tables of numerical values, and plots.

Codes available here are organized by body shape, as summarized below, and by a numbering system. The numbering system identifies the coordinate system (X = Cartesian, R = radial-cylindrical, RS = radial-spherical) and identifies the type of boundary conditions present (1 = Dirichlet, 2 = Neumann, 3 = Robin/convection, 0 = no physical boundary). More information on the numbering system is available at http://exact.unl.edu/exact/home/number.php

A. Spheres
• 3 solutions

B. 1D Hollow Cylinder
• 14 solutions

C. Semi-Infinite Body
• 11 one-layer solutions
• 1 two-layer solution

D. 1D Flat Plate Body
• 22 one-layer solutions
• 2 two-layer solutions

E. 1D FIN
• 3 solutions

F. 1D and 2D Flat Plate and Cylinder, Steady
• 3 solutions

Comments and Ratings (1)

Ha Tran

Updates

2.0.0.0

Added white space in overview

2.0.0.0

Added 29 more solutions

1.0.0.0

Different Exact Logo Aspect Ratio

1.0.0.0

Different Exact Logo Aspect Ratio

1.0.0.0

Added white space in overview

1.0.0.0

Added Exact Logo

MATLAB Release Compatibility
Created with R2016a
Compatible with any release
Platform Compatibility
Windows macOS Linux

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EXACTV2/MATLAB_EXAMPLES/1D_FIN/X20B1F0T0/

EXACTV2/MATLAB_EXAMPLES/1D_FIN/X22B10F0T0/

EXACTV2/MATLAB_EXAMPLES/1D_FIN/X23B10F0T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X11B(3,J)0T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X11B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X12B(3,J)0T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X12B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X13B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X13B60T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X1C11B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X21B(3,J)0T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X21B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X21B60T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X22B00T0Gx5/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X22B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X22B60T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X23B60T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X31B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X31B60T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X32B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X32B10T0/X3C13B70T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X32B60T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X33B00TX4/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X33B50G(x5)T5/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X33B70T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X3C13B70T0/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X42B10T00/

EXACTV2/MATLAB_EXAMPLES/1D_Flat_Plate_Body/X62B10T00/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R11B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R11B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R12B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R12B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R13B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R13B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R21B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R21B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R22B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R23B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R23B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R31B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R32B01T0/

EXACTV2/MATLAB_EXAMPLES/1D_Hollow_Cylinder/R33B10T0/

EXACTV2/MATLAB_EXAMPLES/1D_and_2D_Flat_Plate_and_Cylinder_Steady/R02B0Z23B50/

EXACTV2/MATLAB_EXAMPLES/1D_and_2D_Flat_Plate_and_Cylinder_Steady/R22B0z5Z22B00/

EXACTV2/MATLAB_EXAMPLES/1D_and_2D_Flat_Plate_and_Cylinder_Steady/X33B10q10/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X10B(3,J)T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X10B1T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X20B1T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X20B4T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X2C10B(3,n)T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X30B(3,J)T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X30B1T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X40B(3,J)T0/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X40B0T01/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X40B0T10/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X40B1T00/

EXACTV2/MATLAB_EXAMPLES/Semi_Infinite_Body/X60B1T00/

EXACTV2/MATLAB_EXAMPLES/Spheres/RS01B1T0/

EXACTV2/MATLAB_EXAMPLES/Spheres/RS22B11T1G1/

EXACTV2/MATLAB_EXAMPLES/Spheres/RSIJB11T1G1/