longitudinal dispersion in nonuniform isotropic porous media
longitudinal dispersion in nonuniform isotropic porous media
longitudinal dispersion in nonuniform isotropic porous media
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Table A.2<br />
Kolmogorov-Smirnov Test of the L<strong>in</strong>ear Congruential Method<br />
N<br />
K+<br />
1 - 1000 0.5549<br />
1001 - 2000<br />
2001 - 3000<br />
3001 - 4000<br />
4001 - 5000<br />
1.0379<br />
0.8436<br />
1.1094<br />
0.4815<br />
5001 - 6000<br />
0.4404<br />
6001 - 7000 0.4668<br />
7001 - 8000 0.2685<br />
8001 - 9000 0.7827<br />
9001 - 10000 0.5234<br />
10001 - 11000 0.1162<br />
11001 - 12000<br />
0.6983<br />
12001 - 13000 0.9578<br />
13001 - 14000<br />
0.9058<br />
14001 - 15000<br />
0.8462<br />
15001 - 16000<br />
1.2432<br />
16001 - 17000 0.4831<br />
17001 - 18000<br />
0.5867<br />
18001 - 19000<br />
0.5601<br />
19001 - 20000 0.1924<br />
20001 - 21000 0.5801<br />
21001 - 22000 0.5574<br />
22001 - 23000 0.4351<br />
23001 - 24000 0.2879<br />
24001 - 25000<br />
0.9993<br />
25001 - 26000 0.5867<br />
26001 - 27000 0.3050<br />
27001 - 28000 0.8617<br />
28001 - 29000 0.5719<br />
29001 - 30000<br />
0.0374<br />
Theoretical Cumulative Distribution:<br />
Cumulative<br />
Probability 99% 95% 75%<br />
-<br />
K<br />
0.6587<br />
0.4043<br />
0.7181<br />
0.2984<br />
1.0630<br />
0.8116<br />
0.5469<br />
0.6848<br />
0.3320<br />
1.0798<br />
1.3399<br />
0.8313<br />
0.0446<br />
0.1592<br />
0.4796<br />
0.1472<br />
0.5006<br />
0.9533<br />
0.7326<br />
1.2429<br />
0.4387<br />
0.6648<br />
0.7326<br />
0.9061<br />
0.1662<br />
0.9750<br />
0.9714<br />
0.5788<br />
0.6234<br />
1.0122<br />
50% 25% 5% 1%<br />
Value (K) 0.0661 0.1557 0.3746 0.5840 0.8275 1.2185 1.5111