Difference between revisions of "Version benchmarking"

From Heureka Wiki
Jump to navigation Jump to search
Line 23: Line 23:
 
|-style = "vertical-align: top; text-align: center;"
 
|-style = "vertical-align: top; text-align: center;"
 
<!--||[[Version 2.11|2.11<sup>b</sup>]]||2654s <br>(44m 14s)<sup>a</sup>||1674<sup>a</sup>||19 704 953||36 821||2 684||2 610||7.35||754||320||13.8||6.23||[[Version 2.11]]-->
 
<!--||[[Version 2.11|2.11<sup>b</sup>]]||2654s <br>(44m 14s)<sup>a</sup>||1674<sup>a</sup>||19 704 953||36 821||2 684||2 610||7.35||754||320||13.8||6.23||[[Version 2.11]]-->
|[[Version 2.11|2.11<sup>b</sup>]]||2605s <br>(43m 25s)<sup>a</sup>||<sup>a</sup>||19 719 149||36 849||2 675||2 648||7.36||744||331||12.6||6.23||[[Version 2.11]]
+
<!--|[[Version 2.11|2.11<sup>b</sup>]]||2605s <br>(43m 25s)<sup>a</sup>||<sup>a</sup>||19 719 149||36 849||2 675||2 648||7.36||744||331||12.6||6.23||[[Version 2.11]]-->
 +
|[[Version 2.11|2.11<sup>b</sup>]]||2287s <br>(38m 7s)<sup>a</sup>||<sup>a</sup>||19 600 016||36 623||2 705||2 688||7.44||719||859||12.9||6.22||[[Version 2.11]]
 
|-style = "vertical-align: top; text-align: center;"
 
|-style = "vertical-align: top; text-align: center;"
 
|[[Version 2.10|2.10]]||2532s <br>(42m 12s)<sup>a</sup>||-||19 606 195||36 624||2 711||2 652||7.40||697||403||11.5||6.20||[[Version 2.10]]
 
|[[Version 2.10|2.10]]||2532s <br>(42m 12s)<sup>a</sup>||-||19 606 195||36 624||2 711||2 652||7.40||697||403||11.5||6.20||[[Version 2.10]]
Line 33: Line 34:
  
 
<sup>a</sup>Windows 7, Processor Intel I7-4770, 8-core, 32GB RAM. Samsung SSD 840 EVO. SQL Server 2012 Prof. <br>
 
<sup>a</sup>Windows 7, Processor Intel I7-4770, 8-core, 32GB RAM. Samsung SSD 840 EVO. SQL Server 2012 Prof. <br>
<sup>b</sup>With Thinning Period Delay Max = 1 and 0 in generation 1 and 2, respectively.
+
<!--<sup>b</sup>With Thinning Period Delay Max = 1 and 0 in generation 1 and 2, respectively.-->
 +
<sup>b</sup>With Thinning Period Delay Max = 2 and 1 in generation 1 and 2, respectively.

Revision as of 09:30, 16 May 2018


Here we present a comparison between different versions for a benchmark problem run in PlanWise. We call this problem Hexagons1000, it can be downloaded from here. The problem consists of one thousand simulated treatment units. The results refer to an optimization with simple even-flow constraints. The TPG-simulation includes nine forest domains and the somewhat time-consuming breeding model is activated. For each treatment unit managed with even-aged management a nature conservation retention patch is created resulting in a total of ? units. The forest is a simulated but realistic landscape with respect to age classes, site fertilities and tree species distribution.

The comparison is intended to present to users a simple form of quality and status check and give some insigth into what can be expected. Net present value is an excellent indicator for whether there has been any model changes, since it basically depends on everything calculated by the growth-and-yield simulator.

This page was/is first published with version 2.11. We intend to run the benchmark problem for each major version released.

Version TPG-time, 1 CPU-core (s) TPG-time, 8 CPU-cores (s) Total NPV NPV/ha within managed area Final felling volume per year, all periods (m3sk/ha,yr) Final felling volume period 1 (m3sk/ha,yr) Final felling area per year, all periods (m3sk/ha,yr) Thinning volume per year, all periods (m3sk/ha,yr) Thinning volume per year, period 1 (m3sk/ha,yr) Thinning area per year, all periods (m3sk/ha,yr) Total production (m3sk/ha,yr) Release notes
2.11b 2287s
(38m 7s)a
a 19 600 016 36 623 2 705 2 688 7.44 719 859 12.9 6.22 Version 2.11
2.10 2532s
(42m 12s)a
- 19 606 195 36 624 2 711 2 652 7.40 697 403 11.5 6.20 Version 2.10
2.8.0 2360s
(39m 20s)a
- 19 652 164 36 712 2 724 2 652 7.40 713 389 11.7 6.29 Version 2.8.0
2.6.0 2370s
(40m 30s)a
- 19 634 926 36 679 2 724 2 652 7.40 713 389 11.7 6.29 Version 2.6.0

aWindows 7, Processor Intel I7-4770, 8-core, 32GB RAM. Samsung SSD 840 EVO. SQL Server 2012 Prof.
bWith Thinning Period Delay Max = 2 and 1 in generation 1 and 2, respectively.