Fully Coupled Calculation of Fluid Flows with Limited Use of Computer Storage Page: IV
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FIGURES
Figure Page
1 Definition of Subdomains........................................... 10
2 Geometry of Coaxial Jets in a Sudden Expansion..................... 11
TAbLES
Table Page
1 Source Terms in the Equations...................................... 12
2 Typical ''ate of Convergence with Full Domain Analysis.............. 13
3 Convergence Rate for Craig's Sudden-expansion Flow,
40 x 20 Grid with Four Subregions.................................. 14
4 Convergence Rate for Craig's Sudden-expanson Flow,
40 x?O Grid with Nine Subregions.................................. 15
5 Convergence Rate for Craig's Sudden-expansion Flow,
50 x 30 Grid with Five Subregions.................................. 16
6 Convergence Rate for Moon and Rudinger's Sudden-expansion Flow,
40 x 20 Grid with Four Subregions.................................. 17
7 Convergence Rate for Moon and Rudinger's Sudden-expansion Flow,
40 x 20 Grid with Nine Subregions.................................. 18
8 Convergence Rate for Moon and Rudinger's Sudden-expansion Flow,
50 x 30 Grid with Five Subregions................................... 19
9 Convergence Rate for Johnson and Bennett's Coaxial Jets in a
Sudden Expansion, 40 x 40 Grid with Four Subregions................ 20
10 Convergence Rate for Habib and Whitelaw's Coaxial Jets in a
Sudden Expansion, 40 x 37 Grid with Four Subregions................ 21
ii Total Computer Times and Storage Requirements for Calculations
with Modified Algorithm............................................ 22
12 Convergence Rate for Craig's Sudden-expansion Flow,
80x 50OCrid with Fight Subregions................................. 23
13 Convergence Rate for Craig's Sudden-expansion Flow,
80 x 95 Grid wihn Eight Subregions................................. 24iv
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Vanka, S. P. Fully Coupled Calculation of Fluid Flows with Limited Use of Computer Storage, report, October 1983; Argonne, Illinois. (https://digital.library.unt.edu/ark:/67531/metadc283619/m1/4/: accessed April 24, 2024), University of North Texas Libraries, UNT Digital Library, https://digital.library.unt.edu; crediting UNT Libraries Government Documents Department.