diff --git a/docs/tutorials.rst b/docs/tutorials.rst index 26ad66a..4538142 100644 --- a/docs/tutorials.rst +++ b/docs/tutorials.rst @@ -15,3 +15,4 @@ captured in the below tutorials. tutorials/pyrocs_tutorial_representative_analysis tutorials/pyrocs_tutorial_structural_comparisons + tutorials/pyrocs_tutorial_water_network_resilience diff --git a/docs/tutorials/pyrocs_tutorial_water_network_resilience.nblink b/docs/tutorials/pyrocs_tutorial_water_network_resilience.nblink new file mode 100644 index 0000000..c1b3791 --- /dev/null +++ b/docs/tutorials/pyrocs_tutorial_water_network_resilience.nblink @@ -0,0 +1,3 @@ +{ + "path": "../../tutorials/pyrocs_tutorial_water_network_resilience.ipynb" +} diff --git a/tutorials/Net3.inp b/tutorials/Net3.inp new file mode 100644 index 0000000..1bfc21b --- /dev/null +++ b/tutorials/Net3.inp @@ -0,0 +1,496 @@ +[TITLE] +EPANET Example Network 3 +Example showing how the percent of Lake water in a dual-source +system changes over time. + +UPDATE: Duration updated to run a 7 day simulation +UPDATE: Added coordinates for Junction 177 + +[JUNCTIONS] +;ID Elev Demand Pattern + 10 147 0 ; + 15 32 1 3 ; + 20 129 0 ; + 35 12.5 1 4 ; + 40 131.9 0 ; + 50 116.5 0 ; + 60 0 0 ; + 601 0 0 ; + 61 0 0 ; + 101 42 189.95 ; + 103 43 133.2 ; + 105 28.5 135.37 ; + 107 22 54.64 ; + 109 20.3 231.4 ; + 111 10 141.94 ; + 113 2 20.01 ; + 115 14 52.1 ; + 117 13.6 117.71 ; + 119 2 176.13 ; + 120 0 0 ; + 121 -2 41.63 ; + 123 11 1 2 ; + 125 11 45.6 ; + 127 56 17.66 ; + 129 51 0 ; + 131 6 42.75 ; + 139 31 5.89 ; + 141 4 9.85 ; + 143 -4.5 6.2 ; + 145 1 27.63 ; + 147 18.5 8.55 ; + 149 16 27.07 ; + 151 33.5 144.48 ; + 153 66.2 44.17 ; + 157 13.1 51.79 ; + 159 6 41.32 ; + 161 4 15.8 ; + 163 5 9.42 ; + 164 5 0 ; + 166 -2 2.6 ; + 167 -5 14.56 ; + 169 -5 0 ; + 171 -4 39.34 ; + 173 -4 0 ; + 177 8 58.17 ; + 179 8 0 ; + 181 8 0 ; + 183 11 0 ; + 184 16 0 ; + 185 16 25.65 ; + 187 12.5 0 ; + 189 4 107.92 ; + 191 25 81.9 ; + 193 18 71.31 ; + 195 15.5 0 ; + 197 23 17.04 ; + 199 -2 119.32 ; + 201 0.1 44.61 ; + 203 2 1 5 ; + 204 21 0 ; + 205 21 65.36 ; + 206 1 0 ; + 207 9 69.39 ; + 208 16 0 ; + 209 -2 0.87 ; + 211 7 8.67 ; + 213 7 13.94 ; + 215 7 92.19 ; + 217 6 24.22 ; + 219 4 41.32 ; + 225 8 22.8 ; + 229 10.5 64.18 ; + 231 5 16.48 ; + 237 14 15.61 ; + 239 13 44.61 ; + 241 13 0 ; + 243 14 4.34 ; + 247 18 70.38 ; + 249 18 0 ; + 251 30 24.16 ; + 253 36 54.52 ; + 255 27 40.39 ; + 257 17 0 ; + 259 25 0 ; + 261 0 0 ; + 263 0 0 ; + 265 0 0 ; + 267 21 0 ; + 269 0 0 ; + 271 6 0 ; + 273 8 0 ; + 275 10 0 ; + +[RESERVOIRS] +;ID Head Pattern + River 220.0 ; + Lake 167.0 ; + +[TANKS] +;ID Elevation InitLevel MinLevel MaxLevel Diameter MinVol VolCurve Overflow + 1 131.9 13.1 .1 32.1 85 0 ; + 2 116.5 23.5 6.5 40.3 50 0 ; + 3 129.0 29.0 4.0 35.5 164 0 ; + +[PIPES] +;ID Node1 Node2 Length Diameter Roughness MinorLoss Status + 20 3 20 99 99 199 0 Open ; + 40 1 40 99 99 199 0 Open ; + 50 2 50 99 99 199 0 Open ; + 60 River 60 1231 24 140 0 Open ; + 101 10 101 14200 18 110 0 Open ; + 103 101 103 1350 16 130 0 Open ; + 105 101 105 2540 12 130 0 Open ; + 107 105 107 1470 12 130 0 Open ; + 109 103 109 3940 16 130 0 Open ; + 111 109 111 2000 12 130 0 Open ; + 112 115 111 1160 12 130 0 Open ; + 113 111 113 1680 12 130 0 Open ; + 114 115 113 2000 8 130 0 Open ; + 115 107 115 1950 8 130 0 Open ; + 116 113 193 1660 12 130 0 Open ; + 117 263 105 2725 12 130 0 Open ; + 119 115 117 2180 12 130 0 Open ; + 120 119 120 730 12 130 0 Open ; + 121 120 117 1870 12 130 0 Open ; + 122 121 120 2050 8 130 0 Open ; + 123 121 119 2000 30 141 0 Open ; + 125 123 121 1500 30 141 0 Open ; + 129 121 125 930 24 130 0 Open ; + 131 125 127 3240 24 130 0 Open ; + 133 20 127 785 20 130 0 Open ; + 135 127 129 900 24 130 0 Open ; + 137 129 131 6480 16 130 0 Open ; + 145 129 139 2750 8 130 0 Open ; + 147 139 141 2050 8 130 0 Open ; + 149 143 141 1400 8 130 0 Open ; + 151 15 143 1650 8 130 0 Open ; + 153 145 141 3510 12 130 0 Open ; + 155 147 145 2200 12 130 0 Open ; + 159 147 149 880 12 130 0 Open ; + 161 149 151 1020 8 130 0 Open ; + 163 151 153 1170 12 130 0 Open ; + 169 125 153 4560 8 130 0 Open ; + 171 119 151 3460 12 130 0 Open ; + 173 119 157 2080 30 141 0 Open ; + 175 157 159 2910 30 141 0 Open ; + 177 159 161 2000 30 141 0 Open ; + 179 161 163 430 30 141 0 Open ; + 180 163 164 150 14 130 0 Open ; + 181 164 166 490 14 130 0 Open ; + 183 265 169 590 30 141 0 Open ; + 185 167 169 60 8 130 0 Open ; + 186 187 204 99.9 8 130 0 Open ; + 187 169 171 1270 30 141 0 Open ; + 189 171 173 50 30 141 0 Open ; + 191 271 171 760 24 130 0 Open ; + 193 35 181 30 24 130 0 Open ; + 195 181 177 30 12 130 0 Open ; + 197 177 179 30 12 130 0 Open ; + 199 179 183 210 12 130 0 Open ; + 201 40 179 1190 12 130 0 Open ; + 202 185 184 99.9 8 130 0 Open ; + 203 183 185 510 8 130 0 Open ; + 204 184 205 4530. 12 130 0 Open ; + 205 204 185 1325. 12 130 0 Open ; + 207 189 183 1350 12 130 0 Open ; + 209 189 187 500 8 130 0 Open ; + 211 169 269 646 12 130 0 Open ; + 213 191 187 2560 12 130 0 Open ; + 215 267 189 1230 12 130 0 Open ; + 217 191 193 520 12 130 0 Open ; + 219 193 195 360 12 130 0 Open ; + 221 161 195 2300 8 130 0 Open ; + 223 197 191 1150 12 130 0 Open ; + 225 111 197 2790 12 130 0 Open ; + 229 173 199 4000 24 141 0 Open ; + 231 199 201 630 24 141 0 Open ; + 233 201 203 120 24 130 0 Open ; + 235 199 273 725 12 130 0 Open ; + 237 205 207 1200 12 130 0 Open ; + 238 207 206 450 12 130 0 Open ; + 239 275 207 1430 12 130 0 Open ; + 240 206 208 510 12 130 0 Open ; + 241 208 209 885 12 130 0 Open ; + 243 209 211 1210 16 130 0 Open ; + 245 211 213 990 16 130 0 Open ; + 247 213 215 4285 16 130 0 Open ; + 249 215 217 1660 16 130 0 Open ; + 251 217 219 2050 14 130 0 Open ; + 257 217 225 1560 12 130 0 Open ; + 261 213 229 2200 8 130 0 Open ; + 263 229 231 1960 12 130 0 Open ; + 269 211 237 2080 12 130 0 Open ; + 271 237 229 790 8 130 0 Open ; + 273 237 239 510 12 130 0 Open ; + 275 239 241 35 12 130 0 Open ; + 277 241 243 2200 12 130 0 Open ; + 281 241 247 445 10 130 0 Open ; + 283 239 249 430 12 130 0 Open ; + 285 247 249 10 12 130 0 Open ; + 287 247 255 1390 10 130 0 Open ; + 289 50 255 925 10 130 0 Open ; + 291 255 253 1100 10 130 0 Open ; + 293 255 251 1100 8 130 0 Open ; + 295 249 251 1450 12 130 0 Open ; + 297 120 257 645 8 130 0 Open ; + 299 257 259 350 8 130 0 Open ; + 301 259 263 1400 8 130 0 Open ; + 303 257 261 1400 8 130 0 Open ; + 305 117 261 645 12 130 0 Open ; + 307 261 263 350 12 130 0 Open ; + 309 265 267 1580 8 130 0 Open ; + 311 193 267 1170 12 130 0 Open ; + 313 269 189 646 12 130 0 Open ; + 315 181 271 260 24 130 0 Open ; + 317 273 275 2230 8 130 0 Open ; + 319 273 205 645 12 130 0 Open ; + 321 163 265 1200 30 141 0 Open ; + 323 201 275 300 12 130 0 Open ; + 325 269 271 1290 8 130 0 Open ; + 329 61 123 45500 30 140 0 Open ; + 330 60 601 1 30 140 0 Closed ; + 333 601 61 1 30 140 0 Open ; + +[PUMPS] +;ID Node1 Node2 Parameters + 10 Lake 10 HEAD 1 ; + 335 60 61 HEAD 2 ; + +[VALVES] +;ID Node1 Node2 Diameter Type Setting MinorLoss + +[TAGS] + +[DEMANDS] +;Junction Demand Pattern Category + +[STATUS] +;ID Status/Setting + 10 Closed + +[PATTERNS] +;ID Multipliers +;General Default Demand Pattern + 1 1.34 1.94 1.46 1.44 .76 .92 + 1 .85 1.07 .96 1.1 1.08 1.19 + 1 1.16 1.08 .96 .83 .79 .74 + 1 .64 .64 .85 .96 1.24 1.67 +;Demand Pattern for Node 123 + 2 0 0 0 0 0 1219 + 2 0 0 0 1866 1836 1818 + 2 1818 1822 1822 1817 1824 1816 + 2 1833 1817 1830 1814 1840 1859 +;Demand Pattern for Node 15 + 3 620 620 620 620 620 360 + 3 360 0 0 0 0 360 + 3 360 360 360 360 0 0 + 3 0 0 0 0 360 360 +;Demand Pattern for Node 35 + 4 1637 1706 1719 1719 1791 1819 + 4 1777 1842 1815 1825 1856 1801 + 4 1819 1733 1664 1620 1613 1620 + 4 1616 1647 1627 1627 1671 1668 +;Demand Pattern for Node 203 + 5 4439 4531 4511 4582 4531 4582 + 5 4572 4613 4643 4643 4592 4613 + 5 4531 4521 4449 4439 4449 4460 + 5 4439 4419 4368 4399 4470 4480 + +[CURVES] +;ID X-Value Y-Value +;PUMP: Pump Curve for Pump 10 (Lake Source) + 1 0 104. + 1 2000. 92. + 1 4000. 63. +;PUMP: Pump Curve for Pump 335 (River Source) + 2 0 200. + 2 8000. 138. + 2 14000. 86. + +[CONTROLS] +;Lake source operates only part of the day +Link 10 OPEN AT TIME 1 +Link 10 CLOSED AT TIME 15 +Link 10 OPEN AT TIME 25 +Link 10 CLOSED AT TIME 39 +Link 10 OPEN AT TIME 49 +Link 10 CLOSED AT TIME 63 +Link 10 OPEN AT TIME 73 +Link 10 CLOSED AT TIME 87 +Link 10 OPEN AT TIME 97 +Link 10 CLOSED AT TIME 111 +Link 10 OPEN AT TIME 121 +Link 10 CLOSED AT TIME 135 +Link 10 OPEN AT TIME 145 +Link 10 CLOSED AT TIME 159 + +;Pump 335 controlled by level in Tank 1 +;When pump is closed, bypass pipe is opened +Link 335 OPEN IF Node 1 BELOW 17.1 +Link 335 CLOSED IF Node 1 ABOVE 19.1 +Link 330 CLOSED IF Node 1 BELOW 17.1 +Link 330 OPEN IF Node 1 ABOVE 19.1 + + +[RULES] + +[ENERGY] + Global Efficiency 75 + Global Price 0.0 + Demand Charge 0.0 + +[EMITTERS] +;Junction Coefficient + +[QUALITY] +;Node InitQual + +[SOURCES] +;Node Type Quality Pattern + +[REACTIONS] +;Type Pipe/Tank Coefficient + + +[REACTIONS] + Order Bulk 1 + Order Tank 1 + Order Wall 1 + Global Bulk 0.0 + Global Wall 0.0 + Limiting Potential 0.0 + Roughness Correlation 0.0 + +[MIXING] +;Tank Model + +[TIMES] + Duration 168:00 + Hydraulic Timestep 1:00 + Quality Timestep 0:05 + Pattern Timestep 1:00 + Pattern Start 0:00 + Report Timestep 1:00 + Report Start 0:00 + Start ClockTime 12 am + Statistic None + +[REPORT] + Status Yes + Summary No + Page 0 + +[OPTIONS] + Units GPM + Headloss H-W + Specific Gravity 1.0 + Viscosity 1.0 + Trials 40 + Accuracy 0.001 + CHECKFREQ 2 + MAXCHECK 10 + DAMPLIMIT 0 + Unbalanced Continue 10 + Pattern 1 + Demand Multiplier 1.0 + Emitter Exponent 0.5 + Quality Trace Lake + Diffusivity 1.0 + Tolerance 0.01 + +[COORDINATES] +;Node X-Coord Y-Coord +10 9.000 27.850 +15 38.680 23.760 +20 29.440 26.910 +35 25.460 10.520 +40 27.020 9.810 +50 33.010 3.010 +60 23.900 29.940 +601 23.000 29.490 +61 23.710 29.030 +101 13.810 22.940 +103 12.960 21.310 +105 16.970 21.280 +107 18.450 20.460 +109 17.640 18.920 +111 20.210 17.530 +113 22.040 16.610 +115 20.980 19.180 +117 21.690 21.280 +119 23.700 22.760 +120 22.080 23.100 +121 23.540 25.500 +123 23.370 27.310 +125 24.590 25.640 +127 29.290 26.400 +129 30.320 26.390 +131 37.890 29.550 +139 33.280 24.540 +141 35.680 23.080 +143 37.470 21.970 +145 33.020 19.290 +147 30.240 20.380 +149 29.620 20.740 +151 28.290 21.390 +153 28.130 22.630 +157 24.850 20.160 +159 23.120 17.500 +161 25.100 15.280 +163 25.390 14.980 +164 25.980 15.140 +166 26.480 15.130 +167 25.880 12.980 +169 25.680 12.740 +171 26.650 11.800 +173 26.870 11.590 +177 25.710 10.570 +179 25.710 10.400 +181 25.720 10.740 +183 25.450 10.180 +184 25.150 9.520 +185 25.010 9.670 +187 23.640 11.040 +189 24.150 11.370 +191 22.100 14.070 +193 22.880 14.350 +195 23.180 14.720 +197 20.970 15.180 +199 29.420 8.440 +201 30.890 8.570 +203 31.140 8.890 +204 23.800 10.900 +205 29.200 6.460 +206 31.660 6.640 +207 31.000 6.610 +208 32.540 6.810 +209 33.760 6.590 +211 34.200 5.540 +213 35.260 6.160 +215 39.950 8.730 +217 42.110 8.670 +219 44.860 9.320 +225 43.530 7.380 +229 36.160 3.490 +231 38.380 2.540 +237 35.370 3.080 +239 35.760 2.310 +241 35.870 2.110 +243 37.040 0.000 +247 35.020 2.050 +249 35.020 1.810 +251 34.150 1.100 +253 32.168 1.885 +255 33.510 2.450 +257 21.170 23.320 +259 20.800 23.400 +261 20.790 21.450 +263 20.320 21.570 +265 25.390 13.600 +267 23.380 12.950 +269 25.030 12.140 +271 25.970 11.000 +273 29.160 7.380 +275 31.070 8.290 +River 24.150 31.060 +Lake 8.000 27.530 +1 27.460 9.840 +2 32.990 3.450 +3 29.410 27.270 + +[VERTICES] +;Link X-Coord Y-Coord + +[LABELS] +;X-Coord Y-Coord Label & Anchor Node +8.000 29.418 "LAKE" +25.000 31.100 "RIVER" + +[BACKDROP] + DIMENSIONS 6.157 -1.553 46.703 32.613 + UNITS None + FILE + OFFSET 0.00 0.00 + +[END] diff --git a/tutorials/Net6.inp b/tutorials/Net6.inp new file mode 100644 index 0000000..4d97f8f --- /dev/null +++ b/tutorials/Net6.inp @@ -0,0 +1,11069 @@ +[TITLE] +Network model used in Watson, J.P., Murray, R. and Hart, W.E., 2009. +Formulation and optimization of robust sensor placement problems for +drinking water contamination warning systems. Journal of +Infrastructure Systems, 15(4), pp.330-339. + +UPDATE: Controls modified to avoid circular flow +The following lines were added: + Link LINK-1843 Open If Node TANK-3326 Above 29.5 + Link LINK-1843 Closed If Node TANK-3326 Below 18 + +UPDATE: Pump curves 29 and 30 were converted to 3 point curves. +Commented out the following lines: + CURVE-29 280 0 + CURVE-30 280 0 + +UPDATE: Combined tanks 3328 and 3329 to prevent stability problems. +These two tanks are identical and should always have the same level. +However, with timesteps that are large, explicit euler is unstable, +and the two tanks oscillate (triggered by roundoff error). Each +tank has a diameter of 120.6. When replacing the two with a single +tank, the diameter should be 170.55415562219525. Link-1834 +was originally connected to TANK-3329. + +UPDATE: Combined tanks 3338 and 3339 to prevent stability problems. +See above comment. Each tank has a diameter of 119.1. When replacing +the two with a single tank, the diameter should be 168.43283527863562. +LINK-3185 was originally connected to TANK-3339. + +[JUNCTIONS] +JUNCTION-0 25 0 PATTERN-2 +JUNCTION-1 31 0 PATTERN-2 +JUNCTION-2 42 0 PATTERN-2 +JUNCTION-3 33 0 PATTERN-2 +JUNCTION-4 45 0 PATTERN-2 +JUNCTION-5 55 0 PATTERN-2 +JUNCTION-6 47 0 PATTERN-2 +JUNCTION-7 40 0 PATTERN-2 +JUNCTION-8 33 1.68 PATTERN-2 +JUNCTION-9 35 4.76 PATTERN-2 +JUNCTION-10 35 0 PATTERN-2 +JUNCTION-11 35 0 PATTERN-2 +JUNCTION-12 51 4.98 PATTERN-2 +JUNCTION-13 32 0.04 PATTERN-2 +JUNCTION-14 50 0 PATTERN-2 +JUNCTION-15 61 0 PATTERN-2 +JUNCTION-16 65 23.3 PATTERN-2 +JUNCTION-17 80 0 PATTERN-2 +JUNCTION-18 80 48.56 PATTERN-2 +JUNCTION-19 40 0 PATTERN-2 +JUNCTION-20 45 1.5 PATTERN-2 +JUNCTION-21 27 28.76 PATTERN-2 +JUNCTION-22 33 4.56 PATTERN-2 +JUNCTION-23 23 0 PATTERN-2 +JUNCTION-24 23 14.54 PATTERN-2 +JUNCTION-25 30 2.54 PATTERN-2 +JUNCTION-26 13 3 PATTERN-2 +JUNCTION-27 10 0 PATTERN-2 +JUNCTION-28 12 0 PATTERN-2 +JUNCTION-29 16 0 PATTERN-2 +JUNCTION-30 23 33.32 PATTERN-2 +JUNCTION-31 23 0 PATTERN-2 +JUNCTION-32 23 16.62 PATTERN-2 +JUNCTION-33 15 0 PATTERN-2 +JUNCTION-34 30 13.66 PATTERN-2 +JUNCTION-35 29 0 PATTERN-2 +JUNCTION-36 30 0 PATTERN-2 +JUNCTION-37 38 0 PATTERN-2 +JUNCTION-38 44 14.76 PATTERN-2 +JUNCTION-39 47 0.14 PATTERN-2 +JUNCTION-40 48 26.16 PATTERN-2 +JUNCTION-41 80 42.1 PATTERN-2 +JUNCTION-42 80 0 PATTERN-2 +JUNCTION-43 60 0 PATTERN-2 +JUNCTION-44 82 8.86 PATTERN-2 +JUNCTION-45 60 17.54 PATTERN-2 +JUNCTION-46 70 12.72 PATTERN-2 +JUNCTION-47 20 0 PATTERN-2 +JUNCTION-48 26 0 PATTERN-2 +JUNCTION-49 25 0 PATTERN-2 +JUNCTION-50 20 350.28 PATTERN-2 +JUNCTION-51 17 0 PATTERN-2 +JUNCTION-52 18 18.42 PATTERN-2 +JUNCTION-53 30 52.54 PATTERN-2 +JUNCTION-54 19 35.72 PATTERN-2 +JUNCTION-55 15 0 PATTERN-2 +JUNCTION-56 18 0 PATTERN-2 +JUNCTION-57 18 0 PATTERN-2 +JUNCTION-58 18 0 PATTERN-2 +JUNCTION-59 18 0 PATTERN-2 +JUNCTION-60 18 0 PATTERN-2 +JUNCTION-61 16 0 PATTERN-2 +JUNCTION-62 15 0 PATTERN-2 +JUNCTION-63 15 0 PATTERN-2 +JUNCTION-64 15 0 PATTERN-2 +JUNCTION-65 15 0 PATTERN-2 +JUNCTION-66 17 0 PATTERN-2 +JUNCTION-67 60 0 PATTERN-2 +JUNCTION-68 60 0 PATTERN-2 +JUNCTION-69 65 0 PATTERN-2 +JUNCTION-70 70 0 PATTERN-2 +JUNCTION-71 80 0 PATTERN-2 +JUNCTION-72 75 0 PATTERN-2 +JUNCTION-73 85 0 PATTERN-2 +JUNCTION-74 15 0.7 PATTERN-2 +JUNCTION-75 40 0.2 PATTERN-2 +JUNCTION-76 20 0 PATTERN-2 +JUNCTION-77 20 0 PATTERN-2 +JUNCTION-78 20 0 PATTERN-2 +JUNCTION-79 30 0 PATTERN-2 +JUNCTION-80 39 0 PATTERN-2 +JUNCTION-81 38 34.12 PATTERN-2 +JUNCTION-82 44 0 PATTERN-2 +JUNCTION-83 48 50.64 PATTERN-2 +JUNCTION-84 90 0 PATTERN-2 +JUNCTION-85 103 3.4 PATTERN-2 +JUNCTION-86 48 13.62 PATTERN-2 +JUNCTION-87 26 0 PATTERN-2 +JUNCTION-88 20 0.86 PATTERN-2 +JUNCTION-89 21 0 PATTERN-2 +JUNCTION-90 21 0 PATTERN-2 +JUNCTION-91 21 9.72 PATTERN-2 +JUNCTION-92 16 0 PATTERN-2 +JUNCTION-93 18 19.38 PATTERN-2 +JUNCTION-94 18 0 PATTERN-2 +JUNCTION-95 29 26.68 PATTERN-2 +JUNCTION-96 28 10.7 PATTERN-2 +JUNCTION-97 36 55.86 PATTERN-2 +JUNCTION-98 36 65.82 PATTERN-2 +JUNCTION-99 30 0 PATTERN-2 +JUNCTION-100 24 0 PATTERN-2 +JUNCTION-101 23 186.6 PATTERN-2 +JUNCTION-102 17 0 PATTERN-2 +JUNCTION-103 17 0 PATTERN-2 +JUNCTION-104 17 0 PATTERN-2 +JUNCTION-105 19 1.42 PATTERN-2 +JUNCTION-106 18 0 PATTERN-2 +JUNCTION-107 18 0 PATTERN-2 +JUNCTION-108 30 0 PATTERN-2 +JUNCTION-109 36 69.5 PATTERN-2 +JUNCTION-110 47 0 PATTERN-2 +JUNCTION-111 70 0 PATTERN-2 +JUNCTION-112 72 33.04 PATTERN-2 +JUNCTION-113 72 35.12 PATTERN-2 +JUNCTION-114 39 0 PATTERN-2 +JUNCTION-115 30 60.2 PATTERN-2 +JUNCTION-116 47 64.88 PATTERN-2 +JUNCTION-117 20 0 PATTERN-2 +JUNCTION-118 39 0 PATTERN-2 +JUNCTION-119 35 0 PATTERN-2 +JUNCTION-120 20 0 PATTERN-2 +JUNCTION-121 31 0 PATTERN-2 +JUNCTION-122 20 0 PATTERN-2 +JUNCTION-123 58 9.7 PATTERN-2 +JUNCTION-124 58 0 PATTERN-2 +JUNCTION-125 55 0 PATTERN-2 +JUNCTION-126 53 53.96 PATTERN-2 +JUNCTION-127 60 20.26 PATTERN-2 +JUNCTION-128 58 0 PATTERN-2 +JUNCTION-129 58 25.02 PATTERN-2 +JUNCTION-130 43 24.24 PATTERN-2 +JUNCTION-131 40 79.74 PATTERN-2 +JUNCTION-132 46 16.08 PATTERN-2 +JUNCTION-133 42 0 PATTERN-2 +JUNCTION-134 40 9.2 PATTERN-2 +JUNCTION-135 40 0 PATTERN-2 +JUNCTION-136 55 25.34 PATTERN-2 +JUNCTION-137 59 0 PATTERN-2 +JUNCTION-138 60 305.3 PATTERN-2 +JUNCTION-139 97 19.8 PATTERN-2 +JUNCTION-140 96 21.68 PATTERN-2 +JUNCTION-141 60 0 PATTERN-2 +JUNCTION-142 62 44.54 PATTERN-2 +JUNCTION-143 60 32.96 PATTERN-2 +JUNCTION-144 58 37.14 PATTERN-2 +JUNCTION-145 60 0 PATTERN-2 +JUNCTION-146 76 0 PATTERN-2 +JUNCTION-147 77 37.22 PATTERN-2 +JUNCTION-148 70 0 PATTERN-2 +JUNCTION-149 70 0 PATTERN-2 +JUNCTION-150 70 30.14 PATTERN-2 +JUNCTION-151 67 0 PATTERN-2 +JUNCTION-152 70 0 PATTERN-2 +JUNCTION-153 70 0 PATTERN-2 +JUNCTION-154 70 20.6 PATTERN-2 +JUNCTION-155 60 0 PATTERN-2 +JUNCTION-156 61 0 PATTERN-2 +JUNCTION-157 70 0 PATTERN-2 +JUNCTION-158 73 0 PATTERN-2 +JUNCTION-159 77 18.76 PATTERN-2 +JUNCTION-160 77 0.12 PATTERN-2 +JUNCTION-161 73 55.44 PATTERN-2 +JUNCTION-162 59 0 PATTERN-2 +JUNCTION-163 58 0 PATTERN-2 +JUNCTION-164 56 22.92 PATTERN-2 +JUNCTION-165 57 0 PATTERN-2 +JUNCTION-166 58 0 PATTERN-2 +JUNCTION-167 75 0 PATTERN-2 +JUNCTION-168 52 0 PATTERN-2 +JUNCTION-169 48 42.8 PATTERN-2 +JUNCTION-170 65 17.08 PATTERN-2 +JUNCTION-171 65 22 PATTERN-2 +JUNCTION-172 70 0 PATTERN-2 +JUNCTION-173 75 25.56 PATTERN-2 +JUNCTION-174 76 0 PATTERN-2 +JUNCTION-175 72 0 PATTERN-2 +JUNCTION-176 72 0 PATTERN-2 +JUNCTION-177 65 0 PATTERN-2 +JUNCTION-178 60 14.56 PATTERN-2 +JUNCTION-179 62 0 PATTERN-2 +JUNCTION-180 61 57.66 PATTERN-2 +JUNCTION-181 75 32 PATTERN-2 +JUNCTION-182 67 0 PATTERN-2 +JUNCTION-183 68 77.84 PATTERN-2 +JUNCTION-184 70 69.72 PATTERN-2 +JUNCTION-185 73 0 PATTERN-2 +JUNCTION-186 75 0 PATTERN-2 +JUNCTION-187 75 0 PATTERN-2 +JUNCTION-188 84 48.1 PATTERN-2 +JUNCTION-189 69 34.42 PATTERN-2 +JUNCTION-190 77 0 PATTERN-2 +JUNCTION-191 76 0 PATTERN-2 +JUNCTION-192 77 34.1 PATTERN-2 +JUNCTION-193 76 19.46 PATTERN-2 +JUNCTION-194 76 0 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2000 100 +CURVE-36 2800 51 +CURVE-37 0 116 +CURVE-37 2000 100 +CURVE-37 2800 51 +CURVE-38 0 185 +CURVE-38 85 170 +CURVE-38 180 80 +CURVE-39 0 185 +CURVE-39 85 170 +CURVE-39 180 80 +CURVE-40 0 185 +CURVE-40 85 170 +CURVE-40 180 80 +CURVE-41 0 105 +CURVE-41 400 99 +CURVE-41 800 63 +CURVE-42 0 105 +CURVE-42 400 99 +CURVE-42 800 63 +CURVE-43 0 270 +CURVE-43 4000 225 +CURVE-43 6600 150 +CURVE-44 0 270 +CURVE-44 4000 225 +CURVE-44 6600 150 +CURVE-45 0 270 +CURVE-45 4000 225 +CURVE-45 6600 150 +CURVE-46 0 200 +CURVE-46 1000 148 +CURVE-46 1700 48 +CURVE-47 0 200 +CURVE-47 1000 150 +CURVE-47 1700 50 +CURVE-48 0 195 +CURVE-48 1000 145 +CURVE-48 1700 45 +CURVE-49 0 320 +CURVE-49 1400 255 +CURVE-49 2800 158 +CURVE-50 0 372 +CURVE-50 300 337 +CURVE-50 550 129 +CURVE-51 0 362 +CURVE-51 300 328 +CURVE-51 550 117 +CURVE-52 0 372 +CURVE-52 300 337 +CURVE-52 550 129 +CURVE-53 0 590 +CURVE-53 160 450 +CURVE-53 240 350 +CURVE-54 0 590 +CURVE-54 160 450 +CURVE-54 240 350 +CURVE-55 0 590 +CURVE-55 160 450 +CURVE-55 240 350 +CURVE-56 0 215 +CURVE-56 1400 167 +CURVE-56 2800 108 +CURVE-57 0 206 +CURVE-57 140 166 +CURVE-57 280 66 +CURVE-58 0 206 +CURVE-58 140 166 +CURVE-58 280 66 +CURVE-59 0 206 +CURVE-59 140 166 +CURVE-59 280 66 + +[CONTROLS] +; Added controls to avoid circular flow +Link LINK-1843 Open If Node TANK-3326 Above 29.5 +Link LINK-1843 Closed If Node TANK-3326 Below 18 + +Link PUMP-3829 Closed If Node TANK-3326 Above 29.5 +Link PUMP-3829 Open If Node TANK-3326 Below 18 +Link PUMP-3830 Open If Node TANK-3325 Below 21.3 +Link PUMP-3830 Closed If Node TANK-3325 Above 22.8 +Link PUMP-3831 Open If Node TANK-3325 Below 19.3 +Link PUMP-3831 Closed If Node TANK-3325 Above 21.8 +Link PUMP-3832 Open If Node TANK-3325 Below 18.8 +Link PUMP-3832 Closed If Node TANK-3325 Above 20.8 +Link PUMP-3833 Open If Node TANK-3325 Below 17.8 +Link PUMP-3833 Closed If Node TANK-3325 Above 19.8 +Link PUMP-3834 Open If Node TANK-3325 Below 17.6 +Link PUMP-3834 Closed If Node TANK-3325 Above 18.8 +Link PUMP-3835 Open If Node TANK-3333 Below 18.5 +Link PUMP-3835 Closed If Node TANK-3333 Above 20 +Link PUMP-3836 Open If Node TANK-3333 Below 16.5 +Link PUMP-3836 Closed If Node TANK-3333 Above 19 +Link PUMP-3837 Open If Node TANK-3333 Below 16 +Link PUMP-3837 Closed If Node TANK-3333 Above 17.5 +Link PUMP-3838 Open If Node TANK-3333 Below 15 +Link PUMP-3838 Closed If Node TANK-3333 Above 16.5 +Link PUMP-3839 Open If Node TANK-3333 Below 18 +Link PUMP-3839 Closed If Node TANK-3333 Above 19.5 +Link PUMP-3840 Open If Node TANK-3333 Below 16 +Link PUMP-3840 Closed If Node TANK-3333 Above 18.5 +Link PUMP-3841 Open If Node TANK-3333 Below 15.5 +Link PUMP-3841 Closed If Node TANK-3333 Above 17 +Link PUMP-3845 Open If Node TANK-3336 Below 17 +Link PUMP-3845 Closed If Node TANK-3336 Above 19 +Link PUMP-3846 Open If Node TANK-3336 Below 16 +Link PUMP-3846 Closed If Node TANK-3336 Above 18 +Link PUMP-3842 Open If Node TANK-3335 Below 18 +Link PUMP-3842 Closed If Node TANK-3335 Above 19 +Link PUMP-3843 Open If Node TANK-3335 Below 17 +Link PUMP-3843 Closed If Node TANK-3335 Above 18 +Link PUMP-3844 Open If Node TANK-3335 Below 16 +Link PUMP-3844 Closed If Node TANK-3335 Above 17 +Link PUMP-3849 Open If Node TANK-3337 Below 22 +Link PUMP-3849 Closed If Node TANK-3337 Above 24 +Link PUMP-3850 Open If Node TANK-3337 Below 20.5 +Link PUMP-3850 Closed If Node TANK-3337 Above 23 +Link PUMP-3851 Open If Node TANK-3337 Below 18.5 +Link PUMP-3851 Closed If Node TANK-3337 Above 22 +Link PUMP-3852 Open If Node TANK-3337 Below 17 +Link PUMP-3852 Closed If Node TANK-3337 Above 21 +Link PUMP-3853 Open If Node TANK-3337 Below 15 +Link PUMP-3853 Closed If Node TANK-3337 Above 20.5 +Link PUMP-3847 Open If Node TANK-3337 Below 21.5 +Link PUMP-3847 Closed If Node TANK-3337 Above 23 +Link PUMP-3848 Open If Node TANK-3337 Below 20 +Link PUMP-3848 Closed If Node TANK-3337 Above 22 +Link PUMP-3854 Open If Node TANK-3340 Below 35 +Link PUMP-3854 Closed If Node TANK-3340 Above 36.5 +Link PUMP-3855 Open If Node TANK-3340 Below 34 +Link PUMP-3855 Closed If Node TANK-3340 Above 36 +Link PUMP-3856 Open If Node TANK-3340 Below 33 +Link PUMP-3856 Closed If Node TANK-3340 Above 35 +Link PUMP-3857 Open If Node TANK-3341 Below 22 +Link PUMP-3857 Closed If Node TANK-3341 Above 24 +Link PUMP-3858 Open If Node TANK-3341 Below 21 +Link PUMP-3858 Closed If Node TANK-3341 Above 23 +Link PUMP-3859 Open If Node TANK-3341 Below 20 +Link PUMP-3859 Closed If Node TANK-3341 Above 22 +Link PUMP-3860 Open If Node TANK-3342 Below 21.4 +Link PUMP-3860 Closed If Node TANK-3342 Above 23 +Link PUMP-3861 Open If Node TANK-3342 Below 20.3 +Link PUMP-3861 Closed If Node TANK-3342 Above 21.9 +Link PUMP-3862 Open If Node TANK-3342 Below 18.2 +Link PUMP-3862 Closed If Node TANK-3342 Above 19.8 +Link PUMP-3863 Open If Node TANK-3343 Below 28.4 +Link PUMP-3863 Closed If Node TANK-3343 Above 29.5 +Link PUMP-3864 Open If Node TANK-3343 Below 27.8 +Link PUMP-3864 Closed If Node TANK-3343 Above 29 +Link PUMP-3865 Open If Node TANK-3343 Below 27.3 +Link PUMP-3865 Closed If Node TANK-3343 Above 28.4 +Link PUMP-3866 Open If Node TANK-3343 Below 25.9 +Link PUMP-3866 Closed If Node TANK-3343 Above 27.1 +Link PUMP-3870 Open If Node TANK-3347 Below 22 +Link PUMP-3870 Closed If Node TANK-3347 Above 24 +Link PUMP-3871 Open If Node TANK-3347 Below 20 +Link PUMP-3871 Closed If Node TANK-3347 Above 23 +Link PUMP-3867 Open If Node TANK-3346 Below 16.5 +Link PUMP-3867 Closed If Node TANK-3346 Above 17 +Link PUMP-3868 Open If Node TANK-3346 Below 16.4 +Link PUMP-3868 Closed If Node TANK-3346 Above 16.8 +Link PUMP-3869 Open If Node TANK-3346 Below 16.2 +Link PUMP-3869 Closed If Node TANK-3346 Above 16.6 +Link PUMP-3872 Open If Node TANK-3349 Below 17.5 +Link PUMP-3872 Closed If Node TANK-3349 Above 19 +Link PUMP-3873 Open If Node TANK-3349 Below 16 +Link PUMP-3873 Closed If Node TANK-3349 Above 17.5 +Link PUMP-3874 Open If Node TANK-3349 Below 14.4 +Link PUMP-3874 Closed If Node TANK-3349 Above 16 +Link PUMP-3875 Open If Node TANK-3348 Below 18 +Link PUMP-3875 Closed If Node TANK-3348 Above 19.5 +Link PUMP-3876 Open If Node TANK-3348 Below 16.5 +Link PUMP-3876 Closed If Node TANK-3348 Above 18 +Link PUMP-3877 Open If Node TANK-3348 Below 14.9 +Link PUMP-3877 Closed If Node TANK-3348 Above 16.5 +Link PUMP-3879 Open If Node TANK-3353 Below 24.5 +Link PUMP-3879 Closed If Node TANK-3353 Above 26 +Link PUMP-3880 Open If Node TANK-3353 Below 24 +Link PUMP-3880 Closed If Node TANK-3353 Above 25.5 +Link PUMP-3881 Open If Node TANK-3353 Below 23.5 +Link PUMP-3881 Closed If Node TANK-3353 Above 25 +Link PUMP-3878 Open If Node TANK-3352 Below 24 +Link PUMP-3878 Closed If Node TANK-3352 Above 29.5 +Link PUMP-3885 Open If Node TANK-3354 Below 27.4 +Link PUMP-3885 Closed If Node TANK-3354 Above 29.5 +Link PUMP-3886 Open If Node TANK-3356 Below 20 +Link PUMP-3886 Closed If Node TANK-3356 Above 22.4 +Link PUMP-3887 Open If Node TANK-3356 Below 19.8 +Link PUMP-3887 Closed If Node TANK-3356 Above 21.7 +Link PUMP-3888 Open If Node TANK-3356 Below 19.5 +Link PUMP-3888 Closed If Node TANK-3356 Above 21.5 +Link PUMP-3882 Open If Node TANK-3355 Below 12 +Link PUMP-3882 Closed If Node TANK-3355 Above 13 +Link PUMP-3883 Open If Node TANK-3355 Below 11 +Link PUMP-3883 Closed If Node TANK-3355 Above 12 +Link PUMP-3884 Open If Node TANK-3355 Below 10 +Link PUMP-3884 Closed If Node TANK-3355 Above 11 +Link LINK-1827 Closed If Node TANK-3324 Above 27 +Link LINK-1827 Open If Node TANK-3324 Below 26.5 + +[RULES] + +[ENERGY] +Global Efficiency 75 +Global Price 0 +Demand Charge 0 + +[EMITTERS] + +[QUALITY] + +[SOURCES] + +[REACTIONS] + +[REACTIONS] +Order Bulk 0.0 +Order Tank 0.0 +Order Wall 0 +Global Bulk 0 +Global Wall 0 +Limiting Potential 0 +Roughness Correlation 0 + +[MIXING] + +[TIMES] +Duration 96:00 +Hydraulic Timestep 1:00 +Quality Timestep 0:05 +Pattern Timestep 1:00 +Pattern Start 0:00 +Report Timestep 1:00 +Report Start 0:00 +Start ClockTime 12 am +Statistic NONE + +[REPORT] +Status No +Summary No +Page 0 + +[OPTIONS] +Units GPM +Headloss H-W +Specific Gravity 1 +Viscosity 1 +Trials 40 +Accuracy 1.00E-03 +Unbalanced stop +Pattern PATTERN-0 +Demand Multiplier 1.0 +Emitter Exponent 0.5 +Quality Chemical mg/L +Diffusivity 1 +Tolerance 0.01 +CHECKFREQ 10 + +[COORDINATES] +;Node X-Coord Y-Coord +JUNCTION-0 105.18 63.62 +JUNCTION-1 105.46 63.58 +JUNCTION-2 107.64 62.75 +JUNCTION-3 102.01 65.08 +JUNCTION-4 109.45 62.45 +JUNCTION-5 111.77 62.07 +JUNCTION-6 109.48 62.62 +JUNCTION-7 107.46 64.23 +JUNCTION-8 104.66 64.92 +JUNCTION-9 115.32 61.51 +JUNCTION-10 117.94 61.02 +JUNCTION-11 118.6 60.91 +JUNCTION-12 119.43 63.2 +JUNCTION-13 120.76 60.56 +JUNCTION-14 116.96 66.02 +JUNCTION-15 112.01 62.71 +JUNCTION-16 112.42 63.86 +JUNCTION-17 110.51 65.53 +JUNCTION-18 110.82 66.43 +JUNCTION-19 103.96 68.57 +JUNCTION-20 105.69 68.27 +JUNCTION-21 100.82 72.27 +JUNCTION-22 101.95 65.03 +JUNCTION-23 99.16 78.61 +JUNCTION-24 99.26 78.26 +JUNCTION-25 101.6 63.71 +JUNCTION-26 104.7 49.48 +JUNCTION-27 105.31 49.39 +JUNCTION-28 118.16 47.28 +JUNCTION-29 123.7 47.42 +JUNCTION-30 117.43 56.71 +JUNCTION-31 118.44 56.55 +JUNCTION-32 119.67 56.34 +JUNCTION-33 121.43 50.75 +JUNCTION-34 128.12 59.44 +JUNCTION-35 123.62 60.08 +JUNCTION-36 121.76 60.39 +JUNCTION-37 122.42 62.27 +JUNCTION-38 121.06 62.76 +JUNCTION-39 122.86 63.46 +JUNCTION-40 125.13 64.25 +JUNCTION-41 115.41 66.07 +JUNCTION-42 119.62 65.63 +JUNCTION-43 117.41 67.24 +JUNCTION-44 118.23 69.51 +JUNCTION-45 119.5 64.02 +JUNCTION-46 120.95 68.46 +JUNCTION-47 119.48 54.58 +JUNCTION-48 121.83 57.15 +JUNCTION-49 119.9 57.5 +JUNCTION-50 124.06 48.24 +JUNCTION-51 124.2 47.15 +JUNCTION-52 122.69 42.99 +JUNCTION-53 124.15 42.46 +JUNCTION-54 120.41 36.66 +JUNCTION-55 117.87 24.36 +JUNCTION-56 120.04 36.82 +JUNCTION-57 119.56 36.07 +JUNCTION-58 119.33 35.22 +JUNCTION-59 119.12 34.66 +JUNCTION-60 118.51 32.99 +JUNCTION-61 115.88 29.67 +JUNCTION-62 116.06 28.4 +JUNCTION-63 116.65 26.88 +JUNCTION-64 116.91 26.28 +JUNCTION-65 117.3 25.35 +JUNCTION-66 120 25 +JUNCTION-67 111.72 21.7 +JUNCTION-68 112 22 +JUNCTION-69 99.01 21.84 +JUNCTION-70 100.12 21.01 +JUNCTION-71 101.15 21.52 +JUNCTION-72 104 22 +JUNCTION-73 92 19 +JUNCTION-74 66 17 +JUNCTION-75 100.09 17.57 +JUNCTION-76 124.55 49.52 +JUNCTION-77 124.98 50.72 +JUNCTION-78 126.07 53.82 +JUNCTION-79 128.19 59.57 +JUNCTION-80 129.37 62.83 +JUNCTION-81 129.09 62.92 +JUNCTION-82 129.84 64.15 +JUNCTION-83 129.94 65.09 +JUNCTION-84 122.12 68.1 +JUNCTION-85 117.01 70.07 +JUNCTION-86 111.04 74.55 +JUNCTION-87 102.38 77.67 +JUNCTION-88 96.7 78.1 +JUNCTION-89 99.09 80.23 +JUNCTION-90 99.02 80.15 +JUNCTION-91 98.91 80.26 +JUNCTION-92 93.76 83.8 +JUNCTION-93 98.35 85.74 +JUNCTION-94 98.46 85.46 +JUNCTION-95 103.54 78.83 +JUNCTION-96 103.29 76.11 +JUNCTION-97 109.35 77.42 +JUNCTION-98 109.07 81.92 +JUNCTION-99 105.84 86.96 +JUNCTION-100 102.09 85.94 +JUNCTION-101 102.42 84.47 +JUNCTION-102 98.69 83.79 +JUNCTION-103 93.74 84.78 +JUNCTION-104 93.93 84.84 +JUNCTION-105 98.88 87.55 +JUNCTION-106 93.75 88.38 +JUNCTION-107 93.76 88.58 +JUNCTION-108 106.03 87.17 +JUNCTION-109 109.61 88.01 +JUNCTION-110 114.62 89.46 +JUNCTION-111 105.96 93.84 +JUNCTION-112 106.05 94.71 +JUNCTION-113 104.6 94.52 +JUNCTION-114 106.77 100.09 +JUNCTION-115 96.07 94.62 +JUNCTION-116 96.91 93.69 +JUNCTION-117 93.76 92.51 +JUNCTION-118 106.75 100.26 +JUNCTION-119 102.77 98.55 +JUNCTION-120 93.75 92.67 +JUNCTION-121 102.35 100.65 +JUNCTION-122 93.75 92.6 +JUNCTION-123 120.12 91 +JUNCTION-124 120.17 91.1 +JUNCTION-125 119.41 90.65 +JUNCTION-126 121.23 87.79 +JUNCTION-127 123.41 84.5 +JUNCTION-128 120.12 82.62 +JUNCTION-129 118.68 81.7 +JUNCTION-130 116 86.24 +JUNCTION-131 114.63 85.42 +JUNCTION-132 114.22 89.24 +JUNCTION-133 112.21 88.67 +JUNCTION-134 113.19 87.48 +JUNCTION-135 113.95 86.5 +JUNCTION-136 117.33 80.89 +JUNCTION-137 117.95 79.84 +JUNCTION-138 118.51 79.47 +JUNCTION-139 121.72 78.8 +JUNCTION-140 125.93 81.81 +JUNCTION-141 123.95 84.82 +JUNCTION-142 121.7 91.43 +JUNCTION-143 122.24 89.87 +JUNCTION-144 123.37 87.96 +JUNCTION-145 124.56 85.97 +JUNCTION-146 126.62 82.46 +JUNCTION-147 126.68 82.07 +JUNCTION-148 129.57 89.62 +JUNCTION-149 128.66 88.23 +JUNCTION-150 129.02 87.98 +JUNCTION-151 127.13 86.96 +JUNCTION-152 129.33 91.54 +JUNCTION-153 129.16 91.65 +JUNCTION-154 128.73 92.32 +JUNCTION-155 120.05 93.68 +JUNCTION-156 118.99 94.97 +JUNCTION-157 126.96 93.06 +JUNCTION-158 128.26 93.55 +JUNCTION-159 129.59 94.06 +JUNCTION-160 129.88 94.34 +JUNCTION-161 127.77 94.36 +JUNCTION-162 120.35 91.14 +JUNCTION-163 118.33 94.51 +JUNCTION-164 117.86 94.51 +JUNCTION-165 118.3 94.21 +JUNCTION-166 118.46 94.3 +JUNCTION-167 116.52 100.04 +JUNCTION-168 116.52 93.97 +JUNCTION-169 114.61 93.2 +JUNCTION-170 112.54 96.46 +JUNCTION-171 110.3 95.6 +JUNCTION-172 110.09 96.83 +JUNCTION-173 110.04 98.41 +JUNCTION-174 111.64 98.76 +JUNCTION-175 111.46 97.34 +JUNCTION-176 115.76 98.98 +JUNCTION-177 116.15 97.85 +JUNCTION-178 117 96.89 +JUNCTION-179 110.92 100.67 +JUNCTION-180 119.09 95.01 +JUNCTION-181 117.43 100.43 +JUNCTION-182 124.76 98.2 +JUNCTION-183 125.34 98.54 +JUNCTION-184 124.6 100.67 +JUNCTION-185 117.77 100.29 +JUNCTION-186 117.42 100.53 +JUNCTION-187 117.41 102.18 +JUNCTION-188 129.8 103.8 +JUNCTION-189 119.76 100.59 +JUNCTION-190 116.5 100.41 +JUNCTION-191 116.09 100.29 +JUNCTION-192 115.66 100.26 +JUNCTION-193 111.33 99.88 +JUNCTION-194 111.21 99.9 +JUNCTION-195 110.76 100.75 +JUNCTION-196 110.86 100.79 +JUNCTION-197 113.44 101.75 +JUNCTION-198 108.59 103.07 +JUNCTION-199 106.85 100.33 +JUNCTION-200 100.09 103.35 +JUNCTION-201 99.27 103.63 +JUNCTION-202 93.75 93.61 +JUNCTION-203 100.34 113.84 +JUNCTION-204 102.62 114.42 +JUNCTION-205 99.85 115.92 +JUNCTION-206 99.26 103.51 +JUNCTION-207 98.58 103.34 +JUNCTION-208 98.36 104.19 +JUNCTION-209 97.98 107.56 +JUNCTION-210 98.49 102.7 +JUNCTION-211 96.56 110.27 +JUNCTION-212 96.14 112.41 +JUNCTION-213 97.37 112.27 +JUNCTION-214 99.12 112.77 +JUNCTION-215 100.16 111.96 +JUNCTION-216 98.33 115.52 +JUNCTION-217 101.79 116.41 +JUNCTION-218 101.89 116.04 +JUNCTION-219 102.11 116.49 +JUNCTION-220 111 108.13 +JUNCTION-221 110.5 107.17 +JUNCTION-222 111 108.27 +JUNCTION-223 110.92 108.24 +JUNCTION-224 111.26 108.03 +JUNCTION-225 107.7 107.7 +JUNCTION-226 108.23 104.64 +JUNCTION-227 109.08 104.16 +JUNCTION-228 113.11 112.76 +JUNCTION-229 116.02 111.55 +JUNCTION-230 116.23 111.9 +JUNCTION-231 117.83 110.77 +JUNCTION-232 116.84 106.64 +JUNCTION-233 117.39 106.33 +JUNCTION-234 116.52 105.72 +JUNCTION-235 115.75 102.62 +JUNCTION-236 118.7 107.13 +JUNCTION-237 120.69 106.65 +JUNCTION-238 119.4 100.91 +JUNCTION-239 119.43 100.57 +JUNCTION-240 123.69 105.51 +JUNCTION-241 124.55 101.24 +JUNCTION-242 124.01 106.41 +JUNCTION-243 123.85 106.5 +JUNCTION-244 124.37 107.42 +JUNCTION-245 124.64 107.73 +JUNCTION-246 126.64 108.74 +JUNCTION-247 127.78 106.82 +JUNCTION-248 126.58 108.89 +JUNCTION-249 124.69 110.1 +JUNCTION-250 126.19 112.75 +JUNCTION-251 129.29 110.93 +JUNCTION-252 128.88 107.89 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The systems that distribute drinking water (pipes, pumps, tanks, and water treatment facilities) are commonly modelled with a graph structure. This graph structure paired with detailed simulations can provide insights on various aspects of the underlying system. \n", + "\n", + "In what follows, we 1) compare two common benchmarking networks known as Net3 and Net6 using `pyrocs` metrics to hypothesize about the systems' response to a disruptive event (pipe breakage), 2) run pressure simulations of the system before and after a disruptive event, and 3) use `pyrocs` metrics to evaluate the systems' response to the disruptive event.\n", + "\n", + "The Water Network Tool for Resilience (WNTR) is used to carry out the water network related analyses and must be installed prior to running the notebook. Installation instructions can be found on the [WNTR documentation](https://usepa.github.io/WNTR/installation.html)." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import wntr\n", + "import pyrocs\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "import networkx as nx\n", + "import pandas as pd\n", + "import time" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Load in water networks. Data related to each network is tracked in dictionaries." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "Net3_dict = dict()\n", + "Net3_dict[\"name\"] = \"Net3\"\n", + "Net6_dict = dict()\n", + "Net6_dict[\"name\"] = \"Net6\"" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "Net3_path = \"Net3.inp\"\n", + "Net6_path = \"Net6.inp\"\n", + "\n", + "Net3_dict[\"wn\"] = wntr.network.WaterNetworkModel(Net3_path)\n", + "Net6_dict[\"wn\"] = wntr.network.WaterNetworkModel(Net6_path)\n", + "\n", + "wn_dict_list = [Net3_dict, Net6_dict]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Visualize water networks." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for wn_dict in wn_dict_list:\n", + " wntr.graphics.plot_network(wn_dict[\"wn\"])\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Extract graph structure from water network models to run pyrocs functions." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "for wn_dict in wn_dict_list:\n", + " wn_dict[\"graph\"] = nx.Graph(wn_dict[\"wn\"].to_graph())\n", + " wn_dict[\"adj_matrix\"] = nx.adjacency_matrix(wn_dict[\"graph\"])\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Use GRC to formulate hypothesis" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "It is common practice when studying infrastructure networks like a water distribution system to use network metrics to evaluate the resilience of the system. For this reason, we choose global reaching centrality (GRC) as a basis for a hypothesis about which network is more resilient. GRC measures the average centrality of nodes within a network, so a high GRC value means that nodes on average can reach the other nodes easily (i.e. traversing few edges) and a low GRC value means that nodes on average cannot reach other nodes easily (i.e., must traverse many edges). Having many nodes with low centrality could contribute to difficulties in maintaining pressure during a disruption. In this notebook, we consider resilience as the ability for the network to maintain normal pressure conditions in the face of a disruptive event.\n", + "\n", + "This computation is timed to help quantify the computational scaling of pyrocs functions." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + " compilation 36:3: FutureWarning: \n", + "\n", + "shortest_path will return an iterator that yields\n", + "(node, path) pairs instead of a dictionary when source\n", + "and target are unspecified beginning in version 3.5\n", + "\n", + "To keep the current behavior, use:\n", + "\n", + "\tdict(nx.shortest_path(G))\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRC for Net3: 0.061047639690378526\n", + "Time to compute GRC for Net3: 0.022123336791992188 (s)\n", + "# of edges for Net3: 119\n", + "# of nodes for Net3: 97\n", + "GRC for Net6: 0.01626652997371188\n", + "Time to compute GRC for Net6: 42.017051458358765 (s)\n", + "# of edges for Net6: 3830\n", + "# of nodes for Net6: 3356\n" + ] + } + ], + "source": [ + "for wn_dict in wn_dict_list:\n", + " start = time.time()\n", + " wn_dict[\"grc\"] = pyrocs.complex_systems.grc(wn_dict[\"adj_matrix\"], directed=False)\n", + " end = time.time()\n", + " delta = end - start\n", + " print(f\"GRC for {wn_dict[\"name\"]}: \", wn_dict[\"grc\"])\n", + " print(f\"Time to compute GRC for {wn_dict[\"name\"]}: \", delta, \"(s)\")\n", + " print(f\"# of edges for {wn_dict[\"name\"]}: \", len(wn_dict[\"graph\"].edges()))\n", + " print(f\"# of nodes for {wn_dict[\"name\"]}: \", len(wn_dict[\"graph\"].nodes()))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The computation for GRC was ran on a machine with an 11th Gen Intel(R) Core(TM) i7-11850H processor and 32G of RAM. The result is that GRC took approximately 0.022s to run on Net3's network and approximately 42s to run on Net6's network. Net6 has about 30x the number of edges and nodes of Net3 and took about 2000x longer to run. GRC is likely the most computationally intense function in `pyrocs`, as it requires the computation of all shortest paths in a graph, so this approximate scaling can be used as an upper bound for the computational of using the package." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The value of GRC is much higher for Net3 than Net6 (approximately 4x). Based on this computation, we expect Net3 to have a higher level of hierarchy and therefore to have a higher resilience to disruption." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Run Hydraulic Simulations\n", + "For each network, two scenarios for hydraulic simulation are carried out. The first is a **baseline** scenario which represents the typical functioning of the system. The second is a **disruption** scenario which represents the system's behavior in response to a disruptive event. The disruptive event chosen for this notebook is to close a pipe that connects a reservoir to the rest of the system. This effectively removes a source of water from the system, which will result in pressure loss across the system." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Run baseline hydraulics and plot resulting pressures." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for wn_dict in wn_dict_list:\n", + " sim = wntr.sim.EpanetSimulator(wn_dict[\"wn\"])\n", + " wn_dict[\"baseline_results\"] = sim.run_sim()\n", + " wn_dict[\"baseline_pressure\"] = wn_dict[\"baseline_results\"].node[\"pressure\"]\n", + " wntr.graphics.plot_network(\n", + " wn_dict[\"wn\"], \n", + " title=f\"Mean nodal pressure for {wn_dict[\"name\"]}\", \n", + " node_colorbar_label=\"Pressure (m)\",\n", + " node_attribute=wn_dict[\"baseline_pressure\"].mean(axis=0))\n", + " \n", + " ax = wn_dict[\"baseline_pressure\"].mean(axis=1).plot()\n", + " ax.set_title(f\"Mean system pressure over time for {wn_dict[\"name\"]}\")\n", + " ax.set_xlabel(\"Time (s)\")\n", + " ax.set_ylabel(\"Pressure (m)\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Networks are disrupted by closing pipe/pipes that connect the main reservoir to the network. Below we define the pipes to close for each network." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "Net3_dict[\"reservoir_pipes\"] = [\"329\", \"101\"]\n", + "Net6_dict[\"reservoir_pipes\"] = [\"LINK-0\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Run the disruption scenario." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for wn_dict in wn_dict_list:\n", + " wn = wn_dict[\"wn\"]\n", + " wn.reset_initial_values()\n", + " \n", + " for pipe_name in wn_dict[\"reservoir_pipes\"]:\n", + " pipe = wn.get_link(pipe_name)\n", + " \n", + " act = wntr.network.controls.ControlAction(pipe, 'status', \n", + " wntr.network.LinkStatus.Closed)\n", + " cond = wntr.network.controls.SimTimeCondition(wn_dict[\"wn\"], '=', '1:00:00')\n", + " ctrl = wntr.network.controls.Control(cond, act)\n", + " \n", + " wn.add_control('close pipe ' + pipe_name, ctrl)\n", + " \n", + " sim = wntr.sim.EpanetSimulator(wn)\n", + " wn_dict[\"disruption_results\"] = sim.run_sim()\n", + " wn_dict[\"disruption_pressure\"] = wn_dict[\"disruption_results\"].node[\"pressure\"]\n", + " \n", + " for pipe_name in wn_dict[\"reservoir_pipes\"]:\n", + " wn.remove_control('close pipe ' + pipe_name)\n", + " \n", + " wntr.graphics.plot_network(\n", + " wn_dict[\"wn\"], \n", + " title=f\"Mean nodal disruption pressure for {wn_dict[\"name\"]}\", \n", + " node_colorbar_label=\"Pressure (m)\",\n", + " node_attribute=wn_dict[\"disruption_pressure\"].mean(axis=0))\n", + " \n", + " fig, ax = plt.subplots()\n", + " wn_dict[\"baseline_pressure\"].mean(axis=1).plot(ax=ax, label=\"Baseline\")\n", + " wn_dict[\"disruption_pressure\"].mean(axis=1).plot(ax=ax, label=\"Disruption\")\n", + " ax.set_title(f\"Mean system pressure over time for {wn_dict[\"name\"]}\")\n", + " ax.set_xlabel(\"Time (s)\")\n", + " ax.set_ylabel(\"Pressure (m)\")\n", + " fig.legend()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The disruption simulation for Net6 fails after approximately 20 hours due to the lack of water availability in the system,. To account for this and allow for futher analysis, the baseline simulation is truncated to the time period that was able to be simulated for the disruption." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of timesteps in disruption results: 20\n", + "Number of timesteps in baseline results before processing: 97\n", + "Number of timesteps in baseline results after processing: 20\n" + ] + } + ], + "source": [ + "print(\"Number of timesteps in disruption results:\", len(Net6_dict[\"disruption_pressure\"]))\n", + "print(\"Number of timesteps in baseline results before processing:\", len(Net6_dict[\"baseline_pressure\"]))\n", + "Net6_dict[\"baseline_pressure\"] = Net6_dict[\"baseline_pressure\"].loc[wn_dict[\"disruption_pressure\"].index]\n", + "print(\"Number of timesteps in baseline results after processing:\", len(Net6_dict[\"baseline_pressure\"]))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Compare results using pyrocs\n", + "The output of interest from these simulations is pressure at each node across time. To quantify the resilience of each system, we use pyrocs functions to compare pressure results between the baseline and disruption scenarios.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Compute KLD\n", + "Kullback Liebler Divergence measures the similarity between two distributions. We compare the baseline pressure distribution to the disruption pressure distribution for each network. This gives us a measurement of how much the system's behavior diverges from typical operation when the disruption occurs. The distributions to be compared are formed by looking at the normalized, mean pressure across the time steps of simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Net3 KL Value: 0.0015083118\n", + "Net6 KL Value: 0.011644177\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for wn_dict in wn_dict_list:\n", + " fig, ax = plt.subplots()\n", + " seaborn_df = pd.DataFrame(index=wn_dict[\"baseline_pressure\"].index)\n", + " seaborn_df[\"Mean Baseline Pressure\"] = wn_dict[\"baseline_pressure\"].mean(axis=1)\n", + " seaborn_df[\"Mean Disruption Pressure\"] = wn_dict[\"disruption_pressure\"].mean(axis=1)\n", + " seaborn_df = seaborn_df.melt()\n", + " seaborn_df = seaborn_df.rename(columns={\"variable\": \"Scenario\", \"value\": \"Pressure (m)\"})\n", + " sns.histplot(seaborn_df, x=\"Pressure (m)\", hue=\"Scenario\",multiple=\"dodge\", ax=ax)\n", + " ax.set_title(f\"Distribution of pressure over time of each scenario for {wn_dict[\"name\"]}\")\n", + " \n", + " # normalize pressure\n", + " normalized_baseline = wn_dict[\"baseline_pressure\"].loc[wn_dict[\"disruption_pressure\"].index].mean(axis=1) / wn_dict[\"baseline_pressure\"].loc[wn_dict[\"disruption_pressure\"].index].mean(axis=1).sum()\n", + " normalized_disruption = wn_dict[\"disruption_pressure\"].loc[wn_dict[\"disruption_pressure\"].index].mean(axis=1) / wn_dict[\"disruption_pressure\"].loc[wn_dict[\"disruption_pressure\"].index].mean(axis=1).sum()\n", + " kl_value = pyrocs.information_theory.kl_divergence(normalized_baseline, normalized_disruption)\n", + " print(wn_dict[\"name\"], \" KL Value: \", kl_value)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The KLD value for Net6 is approximately 0.1 and the value for Net3 is approximately 0.01, which indicates that the pressure distributions between the baseline and disruption scenarios varied more in Net6 than Net3. The histogram plots help us visualize this difference in distributions. In Net3 both scenarios have a somewhat spread out distribution of pressure and differ on average by about 10m of pressure. Net6 shows a much more dramatic difference. The baseline scenario has a very tight distribution reflecting consistent pressure throughout the entire simulation, whereas the disruption scenario varies much more. \n", + "\n", + "The results from computing KLD suggest that Net6 was impacted more by the disruption scenario than Net3, which supports the hypothesis formed based on GRC." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Compute Mutual Information\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Like KLD, MI compares two distributions, however MI helps us understand the similarity rather than difference of the distributions. We compute MI by comparing the sequences of mean pressure over time between the baseline and disruption scenarios." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Net3 MI Value: 4.879123883471844\n", + "Net6 MI Value: 4.321928094887362\n" + ] + } + ], + "source": [ + "\n", + "for wn_dict in wn_dict_list:\n", + " mi_value = pyrocs.information_theory.mutual_info(wn_dict[\"baseline_pressure\"].mean(axis=1), wn_dict[\"disruption_pressure\"].mean(axis=1))\n", + " print(wn_dict[\"name\"], \" MI Value: \", mi_value)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "While Net3 has a slightly higher MI value which means that the pressure distribution between the scenarios has more similarities in Net3 than Net6. Since the pressures are more similar, this can be interpreted as the disruptive event having a smaller effect on Net3 than Net6, which aligns with the findings from the KLD computation. \n", + "\n", + "However, despite Net3 having a higher value it is relevant to note that the value for both networks are very close in scale. It can be difficult to compare MI values because there is not an absolute scale as there is for KLD, which ranges from 0 to 1. A possible explanation for the consistent MI values across networks is that there is exists general relationship in water networks between baseline pressure in a network and the pressure of the system when the main reservoir is disconnected. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Compute NTR" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# window_size = 3\n", + "\n", + "# for wn_dict in wn_dict_list:\n", + "# fig, ax = plt.subplots()\n", + " \n", + "# novelties, transiences, resonances = pyrocs.information_theory.novelty_transience_resonance(wn_dict[\"baseline_pressure\"].values.T, window=window_size)\n", + "# ax.plot(novelties, label=\"Baseline novelties\")\n", + "# # ax.plot(transiences, label=\"Baseline transiences\")\n", + "# # ax.plot(resonances, label=\"Baseline resonances\")\n", + " \n", + "# novelties, transiences, resonances = pyrocs.information_theory.novelty_transience_resonance(wn_dict[\"disruption_pressure\"].values.T, window=window_size)\n", + "# ax.plot(novelties, label=\"Disruption novelties\")\n", + "# # ax.plot(transiences, label=\"Disruption transiences\")\n", + "# # ax.plot(resonances, label=\"Disruption resonances\")\n", + "# ax.set_title(f\"Novelty, transience, and resonance of average network pressure for {wn_dict[\"name\"]}\")\n", + " \n", + "# fig.legend()\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pyrocs", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.1" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}