diff --git a/.vscode/launch.json b/.vscode/launch.json index 536a5ce..682271b 100644 --- a/.vscode/launch.json +++ b/.vscode/launch.json @@ -7,7 +7,7 @@ "type": "cppdbg", "request": "launch", "program": "${workspaceRoot}/SimulationCore2", - "args": ["78.109.201.86", "6379", "'1qazxsw2$$'", "37364875-c9cf-43a3-de45-08dc0c6103c9", "4", "100","1"], + "args": ["127.0.0.1", "6379", "", "37364875-c9cf-43a3-de45-08dc0c6103c9", "4", "100","10"], "stopAtEntry": false, "cwd": "${workspaceRoot}", "externalConsole": false, diff --git a/.vscode/settings.json b/.vscode/settings.json index fbe1569..888bab8 100644 --- a/.vscode/settings.json +++ b/.vscode/settings.json @@ -3,5 +3,9 @@ "hiredis.h": "c", "async.h": "c", "libevent.h": "c" - } + }, + "fortran.linter.includePaths": [ + "${workspaceFolder}/mod/**", + "${workspaceFolder}/include/**" + ] } \ No newline at end of file diff --git a/CSharp/Equipments/ControlPanels/CDrillingConsole.f90 b/CSharp/Equipments/ControlPanels/CDrillingConsole.f90 index a88f63d..e421bfe 100644 --- a/CSharp/Equipments/ControlPanels/CDrillingConsole.f90 +++ b/CSharp/Equipments/ControlPanels/CDrillingConsole.f90 @@ -1,5 +1,5 @@ module CDrillingConsole - use CDrillingConsoleVariables + ! use CDrillingConsoleVariables use SimulationVariables ! use CSimulationVariables use CLog4 diff --git a/CSharp/Equipments/MudPathFinding/CManifolds.f90 b/CSharp/Equipments/MudPathFinding/CManifolds.f90 index 96f986c..7051ad7 100644 --- a/CSharp/Equipments/MudPathFinding/CManifolds.f90 +++ b/CSharp/Equipments/MudPathFinding/CManifolds.f90 @@ -81,7 +81,7 @@ module CManifolds enddo call PostProcess(data%state%manifold%OpenPaths) - !**call AfterTraverse%RunAll() + !**call AfterTraverse%RunAll() data%state%manifold%IsTraverse = .true. call DisplayOpenPaths() end subroutine @@ -1163,15 +1163,7 @@ module CManifolds if(print_log) print*, 'CloseTopDriveIBop()' #endif end subroutine - - - - - - - - - + subroutine InstallFloatValve() implicit none data%state%manifold%IsFloatValveInstalled = .true. @@ -1184,9 +1176,6 @@ module CManifolds call data%state%manifold%Valve(69)%AdjacentTo(48) call data%state%manifold%Valve(79)%AdjacentTo(48) -#ifdef deb - if(print_log) print*, 'InstallFloatValve()' -#endif call OpenFloatValve() end subroutine @@ -1202,9 +1191,9 @@ module CManifolds call data%state%manifold%Valve(69)%AdjacentTo(79) call data%state%manifold%Valve(79)%AdjacentTo(69) -#ifdef deb - if(print_log) print*, 'RemoveFloatValve()' -#endif + #ifdef deb + if(print_log) print*, 'RemoveFloatValve()' + #endif data%state%manifold%FloatValve = .false. call ChangeValve(48, data%state%manifold%FloatValve) end subroutine @@ -1213,9 +1202,9 @@ module CManifolds implicit none if(.not.data%state%manifold%IsFloatValveInstalled) return data%state%manifold%FloatValve = .true. -#ifdef deb - if(print_log) print*, 'OpenFloatValve()' -#endif + #ifdef deb + if(print_log) print*, 'OpenFloatValve()' + #endif call ChangeValve(48, data%state%manifold%FloatValve) end subroutine @@ -1223,18 +1212,12 @@ module CManifolds implicit none if(.not.data%state%manifold%IsFloatValveInstalled) return data%state%manifold%FloatValve = .false. -#ifdef deb + #ifdef deb if(print_log) print*, 'CloseFloatValve()' -#endif + #endif call ChangeValve(48, data%state%manifold%FloatValve) end subroutine - - - - - - - + subroutine ToggleFillupHead(v) implicit none logical, intent(in) :: v @@ -1292,17 +1275,13 @@ module CManifolds data%state%manifold%Valve(60)%Status = .false. endif endif -#ifdef deb - if(print_log) print*, 'Valve(', i, ') = ', state -#endif + #ifdef deb + if(print_log) print*, 'Valve(', i, ') = ', state + #endif !call Traverse() data%state%manifold%IsPathsDirty = .true. end subroutine - - - - subroutine DisplayOpenPaths() implicit none integer :: i diff --git a/CSharp/OperationScenarios/Common/COperationScenariosMain.f90 b/CSharp/OperationScenarios/Common/COperationScenariosMain.f90 index 46d1ac2..276edd6 100644 --- a/CSharp/OperationScenarios/Common/COperationScenariosMain.f90 +++ b/CSharp/OperationScenarios/Common/COperationScenariosMain.f90 @@ -31,7 +31,7 @@ module COperationScenariosMain use UnityModule use UnitySignalsModule use CTongEnum - use CFlowKellyDisconnectEnum + ! use CFlowKellyDisconnectEnum use CFillupHeadPermission use CSwingDrillPermission use CSwingOffPermission diff --git a/CSharp/OperationScenarios/UnitySignals/CTongEnum.f90 b/CSharp/OperationScenarios/UnitySignals/CTongEnum.f90 index 2ec9e13..95df495 100644 --- a/CSharp/OperationScenarios/UnitySignals/CTongEnum.f90 +++ b/CSharp/OperationScenarios/UnitySignals/CTongEnum.f90 @@ -1,5 +1,7 @@ module CTongEnum - use OperationScenariosModule + ! use OperationScenariosModule + use UnitySignalsModule + use SimulationVariables implicit none contains @@ -29,6 +31,8 @@ module CTongEnum subroutine ButtonPress_Breakout_TongNotification() + use NotificationModule + implicit none if (data%Configuration%Hoisting%DriveType == TopDrive_DriveType) then if(print_log) print*, 'ButtonPress_Breakout_TongNotification=TopDrive' diff --git a/Makefile b/Makefile index c2ed155..eed5e11 100644 --- a/Makefile +++ b/Makefile @@ -126,7 +126,7 @@ SRCS_F =\ CSharp/Equipments/MudPathFinding/CPathChangeEvents.f90 \ Common/DynamicLogicalArray.f90 \ CSharp/Common/CScaleRange.f90 \ - FluidFlow/FluidFlowMain.f90 \ + \ TorqueDrag/TD_Modules/TD_GeneralData.f90 \ CSharp/BasicInputs/WellProfile/CWellSurveyData.f90 \ CSharp/Equipments/ControlPanels/CDataDisplayConsoleVariables.f90 \ @@ -169,8 +169,11 @@ SRCS_F =\ CSharp/Problems/CBopProblemsVariables.f90 \ Simulation/SimulationVariables.f90 \ \ + Redis/Redis_Interface.f90 \ + FluidFlow/FluidFlowMain.f90 \ + \ CSharp/Equipments/ControlPanels/CChokeControlPanel.f90 \ - CSharp/Equipments/ControlPanels/CDrillingConsole.f90 \ + \ CSharp/Equipments/ControlPanels/CStandPipeManifold.f90 \ CSharp/Equipments/ControlPanels/CTopDrivePanel.f90 \ CSharp/Equipments/DrillWatch/DrillWatch.f90 \ @@ -197,7 +200,7 @@ SRCS_F =\ CSharp/Problems/CBitProblems.f90 \ CSharp/BasicInputs/RigSpecifications/CBopStack.f90 \ Equipments/BopStack/ChokeLineMain.f90 \ - Equipments/Pumps/PumpsMain.f90 \ + \ Equipments/BopStack/AnnularMain.f90 \ CSharp/BasicInputs/WellProfile/CPathGeneration.f90 \ CSharp/BasicInputs/Geology/CReservoir.f90 \ @@ -368,7 +371,9 @@ SRCS_F =\ Equipments/MudSystem/Circulation_Code_Select.f90 \ TorqueDrag/TD_DrillingSubs/TD_StringConnectionModes.f90 \ FluidFlow/kick/Gas_Kick_Calculator.f90 \ - Redis/Redis_Interface.f90 \ + CSharp/Equipments/ControlPanels/CDrillingConsole.f90 \ + Equipments/Pumps/PumpsMain.f90 \ + \ Simulator.f90 \ TorqueDrag/TD_MainCalculations.f90 \ FluidFlow/Well_Pressure_Data_Transfer.f90 \ diff --git a/SimulationCore2 b/SimulationCore2 index 265915f..336cc27 100755 Binary files a/SimulationCore2 and b/SimulationCore2 differ diff --git a/Text1.txt b/Text1.txt index f57a4b0..e67e66a 100644 --- a/Text1.txt +++ b/Text1.txt @@ -1,21 +1,394 @@ - integer :: MudBucket = 0 - integer :: Elevator = 0 - integer :: FillupHead = 0 - integer :: Ibop = 0 - integer :: Kelly = 0 - integer :: MouseHole = 0 - integer :: OperationCondition = 0 - integer :: SafetyValve = 0 - integer :: operation = 0 - integer :: Slips = SLIPS_SET_END - integer :: Slips_S = 0 - integer :: Swing = 0 - integer :: Swing_S = 0 - integer :: TdsBackupClamp = 0 - integer :: TdsSpine = 0 - integer :: TdsSwing = 0 - integer :: TdsTong = 0 - integer :: Tong = 0 - integer :: Tong_S = 0 - integer :: TdsConnectionModes = 0 - integer :: TdsElevatorModes = 0 + ! make adjustments + call data%state%manifold%Valve(1)%AdjacentTo(91) + + call data%state%manifold%Valve(2)%AdjacentTo(92) + call data%state%manifold%Valve(2)%AdjacentTo(117) + + call data%state%manifold%Valve(3)%AdjacentTo(93) + call data%state%manifold%Valve(3)%AdjacentTo(118) + + call data%state%manifold%Valve(4)%AdjacentTo(94) + + call data%state%manifold%Valve(5)%AdjacentTo(95) + + call data%state%manifold%Valve(6)%AdjacentTo(91) + call data%state%manifold%Valve(6)%AdjacentTo(92) + + call data%state%manifold%Valve(7)%AdjacentTo(92) + call data%state%manifold%Valve(7)%AdjacentTo(93) + + call data%state%manifold%Valve(8)%AdjacentTo(93) + call data%state%manifold%Valve(8)%AdjacentTo(94) + + call data%state%manifold%Valve(9)%AdjacentTo(91) + call data%state%manifold%Valve(9)%AdjacentTo(96) + + call data%state%manifold%Valve(10)%AdjacentTo(94) + call data%state%manifold%Valve(10)%AdjacentTo(98) + + call data%state%manifold%Valve(11)%AdjacentTo(96) + call data%state%manifold%Valve(11)%AdjacentTo(97) + + call data%state%manifold%Valve(12)%AdjacentTo(97) + call data%state%manifold%Valve(12)%AdjacentTo(98) + + call data%state%manifold%Valve(13)%AdjacentTo(96) + call data%state%manifold%Valve(13)%AdjacentTo(99) + + call data%state%manifold%Valve(14)%AdjacentTo(78) + call data%state%manifold%Valve(14)%AdjacentTo(97) + !call Valve(14)%AdjacentTo(126) + + call data%state%manifold%Valve(15)%AdjacentTo(98) + call data%state%manifold%Valve(15)%AdjacentTo(99) + + call data%state%manifold%Valve(16)%AdjacentTo(121) + !call Valve(16)%AdjacentTo() + + call data%state%manifold%Valve(17)%AdjacentTo(122) + !call Valve(17)%AdjacentTo() + + call data%state%manifold%Valve(18)%AdjacentTo(123) + !call Valve(18)%AdjacentTo() + + call data%state%manifold%Valve(19)%AdjacentTo(101) + call data%state%manifold%Valve(19)%AdjacentTo(102) + + call data%state%manifold%Valve(20)%AdjacentTo(100) + + call data%state%manifold%Valve(21)%AdjacentTo(101) + + call data%state%manifold%Valve(22)%AdjacentTo(102) + + call data%state%manifold%Valve(23)%AdjacentTo(71) + + call data%state%manifold%Valve(24)%AdjacentTo(71) + + call data%state%manifold%Valve(25)%AdjacentTo(108) + call data%state%manifold%Valve(25)%AdjacentTo(118) + + call data%state%manifold%Valve(26)%AdjacentTo(109) + call data%state%manifold%Valve(26)%AdjacentTo(117) + + call data%state%manifold%Valve(27)%AdjacentTo(32) + call data%state%manifold%Valve(27)%AdjacentTo(108) + + call data%state%manifold%Valve(28)%AdjacentTo(33) + call data%state%manifold%Valve(28)%AdjacentTo(108) + + call data%state%manifold%Valve(29)%AdjacentTo(110) + call data%state%manifold%Valve(29)%AdjacentTo(113) + + call data%state%manifold%Valve(30)%AdjacentTo(34) + call data%state%manifold%Valve(30)%AdjacentTo(109) + + call data%state%manifold%Valve(31)%AdjacentTo(35) + call data%state%manifold%Valve(31)%AdjacentTo(109) + + call data%state%manifold%Valve(32)%AdjacentTo(27) + call data%state%manifold%Valve(32)%AdjacentTo(61) + + call data%state%manifold%Valve(33)%AdjacentTo(28) + call data%state%manifold%Valve(33)%AdjacentTo(62) + + call data%state%manifold%Valve(34)%AdjacentTo(30) + call data%state%manifold%Valve(34)%AdjacentTo(63) + + call data%state%manifold%Valve(35)%AdjacentTo(31) + call data%state%manifold%Valve(35)%AdjacentTo(64) + + call data%state%manifold%Valve(36)%AdjacentTo(116) + + call data%state%manifold%Valve(37)%AdjacentTo(78) + + call data%state%manifold%Valve(38)%AdjacentTo(71) + + call data%state%manifold%Valve(39)%AdjacentTo(77) + + !call Valve(40)%AdjacentTo(105) + call data%state%manifold%Valve(40)%AdjacentTo(80) + + call data%state%manifold%Valve(41)%AdjacentTo(77) + + call data%state%manifold%Valve(42)%AdjacentTo(71) + + call data%state%manifold%Valve(43)%AdjacentTo(106) + + call data%state%manifold%Valve(44)%AdjacentTo(77) + + call data%state%manifold%Valve(45)%AdjacentTo(71) + + call data%state%manifold%Valve(46)%AdjacentTo(104) + + call data%state%manifold%Valve(47)%AdjacentTo(104) + call data%state%manifold%Valve(47)%AdjacentTo(117) + + call data%state%manifold%Valve(48)%AdjacentTo(69) + call data%state%manifold%Valve(48)%AdjacentTo(79) + + call data%state%manifold%Valve(49)%AdjacentTo(104) + call data%state%manifold%Valve(49)%AdjacentTo(79) + + !call Valve(50)%AdjacentTo(48) + call data%state%manifold%Valve(50)%AdjacentTo(51) + !call Valve(50)%AdjacentTo(54) + call data%state%manifold%Valve(50)%AdjacentTo(104) + + call data%state%manifold%Valve(51)%AdjacentTo(50) + call data%state%manifold%Valve(51)%AdjacentTo(52) + + call data%state%manifold%Valve(52)%AdjacentTo(51) + !call Valve(52)%AdjacentTo(127) + call data%state%manifold%Valve(52)%AdjacentTo(80) + + !call Valve(53)%AdjacentTo(103) + !call Valve(53)%AdjacentTo(105) + call data%state%manifold%Valve(53)%AdjacentTo(80) + + !call Valve(54)%AdjacentTo(69) + !call Valve(54)%AdjacentTo(124) + + !call Valve(55)%AdjacentTo(103) + !call Valve(55)%AdjacentTo(124) + + call data%state%manifold%Valve(56)%AdjacentTo(128) + call data%state%manifold%Valve(56)%AdjacentTo(127) + + !call Valve(57)%AdjacentTo(14) + !call Valve(57)%AdjacentTo(103) + !call Valve(57)%AdjacentTo(126) + + call data%state%manifold%Valve(58)%AdjacentTo(78) + + call data%state%manifold%Valve(59)%AdjacentTo(78) + + call data%state%manifold%Valve(60)%AdjacentTo(78) + + call data%state%manifold%Valve(61)%AdjacentTo(32) + call data%state%manifold%Valve(61)%AdjacentTo(115) + + call data%state%manifold%Valve(62)%AdjacentTo(33) + call data%state%manifold%Valve(62)%AdjacentTo(114) + + call data%state%manifold%Valve(63)%AdjacentTo(112) + call data%state%manifold%Valve(63)%AdjacentTo(34) + + call data%state%manifold%Valve(64)%AdjacentTo(35) + call data%state%manifold%Valve(64)%AdjacentTo(111) + + call data%state%manifold%Valve(65)%AdjacentTo(120) + + call data%state%manifold%Valve(66)%AdjacentTo(120) + + call data%state%manifold%Valve(67)%AdjacentTo(73) + + call data%state%manifold%Valve(68)%AdjacentTo(125) + call data%state%manifold%Valve(68)%AdjacentTo(126) + + call data%state%manifold%Valve(69)%AdjacentTo(48) + call data%state%manifold%Valve(69)%AdjacentTo(124) + + !call Valve(70)%AdjacentTo() + !call Valve(70)%AdjacentTo() + + call data%state%manifold%Valve(71)%AdjacentTo(20) + call data%state%manifold%Valve(71)%AdjacentTo(44) + call data%state%manifold%Valve(71)%AdjacentTo(59) + + call data%state%manifold%Valve(72)%AdjacentTo(21) + call data%state%manifold%Valve(72)%AdjacentTo(23) + + call data%state%manifold%Valve(73)%AdjacentTo(22) + + call data%state%manifold%Valve(74)%AdjacentTo(24) + + !call Valve(75)%AdjacentTo() + + !call Valve(76)%AdjacentTo() + + call data%state%manifold%Valve(77)%AdjacentTo(43) + call data%state%manifold%Valve(77)%AdjacentTo(58) + + !call Valve(78)%AdjacentTo() + + call data%state%manifold%Valve(79)%AdjacentTo(48) + call data%state%manifold%Valve(79)%AdjacentTo(49) + + call data%state%manifold%Valve(80)%AdjacentTo(52) + call data%state%manifold%Valve(80)%AdjacentTo(107) + + call data%state%manifold%Valve(81)%AdjacentTo(53) + + call data%state%manifold%Valve(82)%AdjacentTo(16) + + call data%state%manifold%Valve(83)%AdjacentTo(17) + + call data%state%manifold%Valve(84)%AdjacentTo(18) + + !call Valve(85)%AdjacentTo() + + !call Valve(86)%AdjacentTo() + + !call Valve(87)%AdjacentTo() + + !call Valve(88)%AdjacentTo() + + !!call Valve(89)%AdjacentTo() + + !call Valve(90)%AdjacentTo() + + call data%state%manifold%Valve(91)%AdjacentTo(6) + call data%state%manifold%Valve(91)%AdjacentTo(9) + call data%state%manifold%Valve(91)%AdjacentTo(75) + + call data%state%manifold%Valve(92)%AdjacentTo(6) + call data%state%manifold%Valve(92)%AdjacentTo(7) + call data%state%manifold%Valve(92)%AdjacentTo(2) + + call data%state%manifold%Valve(93)%AdjacentTo(3) + call data%state%manifold%Valve(93)%AdjacentTo(7) + call data%state%manifold%Valve(93)%AdjacentTo(8) + + call data%state%manifold%Valve(94)%AdjacentTo(8) + call data%state%manifold%Valve(94)%AdjacentTo(10) + call data%state%manifold%Valve(94)%AdjacentTo(95) + + call data%state%manifold%Valve(95)%AdjacentTo(76) + call data%state%manifold%Valve(95)%AdjacentTo(94) + + call data%state%manifold%Valve(96)%AdjacentTo(9) + call data%state%manifold%Valve(96)%AdjacentTo(11) + call data%state%manifold%Valve(96)%AdjacentTo(13) + + call data%state%manifold%Valve(97)%AdjacentTo(11) + call data%state%manifold%Valve(97)%AdjacentTo(12) + call data%state%manifold%Valve(97)%AdjacentTo(14) + + call data%state%manifold%Valve(98)%AdjacentTo(10) + call data%state%manifold%Valve(98)%AdjacentTo(12) + call data%state%manifold%Valve(98)%AdjacentTo(15) + + call data%state%manifold%Valve(99)%AdjacentTo(13) + call data%state%manifold%Valve(99)%AdjacentTo(15) + call data%state%manifold%Valve(99)%AdjacentTo(125) + + !call Valve(100)%AdjacentTo(16) + call data%state%manifold%Valve(100)%AdjacentTo(82) + call data%state%manifold%Valve(100)%AdjacentTo(101) + + !call Valve(101)%AdjacentTo(17) + call data%state%manifold%Valve(101)%AdjacentTo(19) + call data%state%manifold%Valve(101)%AdjacentTo(83) + call data%state%manifold%Valve(101)%AdjacentTo(100) + + !call Valve(102)%AdjacentTo(18) + call data%state%manifold%Valve(102)%AdjacentTo(19) + call data%state%manifold%Valve(102)%AdjacentTo(84) + + !call Valve(103)%AdjacentTo(53) + !call Valve(103)%AdjacentTo(56) + call data%state%manifold%Valve(103)%AdjacentTo(124) + !call Valve(103)%AdjacentTo(56) + !call Valve(103)%AdjacentTo(78) + + call data%state%manifold%Valve(104)%AdjacentTo(46) + call data%state%manifold%Valve(104)%AdjacentTo(47) + call data%state%manifold%Valve(104)%AdjacentTo(49) + call data%state%manifold%Valve(104)%AdjacentTo(50) + + !call Valve(105)%AdjacentTo(53) + !call Valve(105)%AdjacentTo(107) + !call Valve(105)%AdjacentTo(127) + + call data%state%manifold%Valve(106)%AdjacentTo(40) + call data%state%manifold%Valve(106)%AdjacentTo(45) + + + call data%state%manifold%Valve(107)%AdjacentTo(41) + !call Valve(107)%AdjacentTo(105) + call data%state%manifold%Valve(107)%AdjacentTo(119) + !call Valve(107)%AdjacentTo(42) + + call data%state%manifold%Valve(108)%AdjacentTo(25) + call data%state%manifold%Valve(108)%AdjacentTo(27) + call data%state%manifold%Valve(108)%AdjacentTo(28) + call data%state%manifold%Valve(108)%AdjacentTo(110) + + call data%state%manifold%Valve(109)%AdjacentTo(26) + call data%state%manifold%Valve(109)%AdjacentTo(30) + call data%state%manifold%Valve(109)%AdjacentTo(31) + call data%state%manifold%Valve(109)%AdjacentTo(110) + + call data%state%manifold%Valve(110)%AdjacentTo(29) + call data%state%manifold%Valve(110)%AdjacentTo(85) + call data%state%manifold%Valve(110)%AdjacentTo(108) + call data%state%manifold%Valve(110)%AdjacentTo(109) + + call data%state%manifold%Valve(111)%AdjacentTo(37) + call data%state%manifold%Valve(111)%AdjacentTo(64) + call data%state%manifold%Valve(111)%AdjacentTo(112) + + call data%state%manifold%Valve(112)%AdjacentTo(63) + call data%state%manifold%Valve(112)%AdjacentTo(111) + call data%state%manifold%Valve(112)%AdjacentTo(113) + + call data%state%manifold%Valve(113)%AdjacentTo(29) + call data%state%manifold%Valve(113)%AdjacentTo(112) + call data%state%manifold%Valve(113)%AdjacentTo(114) + + call data%state%manifold%Valve(114)%AdjacentTo(62) + call data%state%manifold%Valve(114)%AdjacentTo(113) + call data%state%manifold%Valve(114)%AdjacentTo(115) + + call data%state%manifold%Valve(115)%AdjacentTo(36) + call data%state%manifold%Valve(115)%AdjacentTo(61) + call data%state%manifold%Valve(115)%AdjacentTo(114) + + call data%state%manifold%Valve(116)%AdjacentTo(38) + call data%state%manifold%Valve(116)%AdjacentTo(39) + + call data%state%manifold%Valve(117)%AdjacentTo(2) + call data%state%manifold%Valve(117)%AdjacentTo(26) + call data%state%manifold%Valve(117)%AdjacentTo(47) + + call data%state%manifold%Valve(118)%AdjacentTo(3) + call data%state%manifold%Valve(118)%AdjacentTo(25) + call data%state%manifold%Valve(118)%AdjacentTo(46) + + call data%state%manifold%Valve(119)%AdjacentTo(42) + call data%state%manifold%Valve(119)%AdjacentTo(60) + call data%state%manifold%Valve(119)%AdjacentTo(107) + + call data%state%manifold%Valve(120)%AdjacentTo(71) + + !call Valve(121)%AdjacentTo(16) + call data%state%manifold%Valve(121)%AdjacentTo(1) + call data%state%manifold%Valve(121)%AdjacentTo(65) + + !call Valve(122)%AdjacentTo(17) + call data%state%manifold%Valve(122)%AdjacentTo(4) + call data%state%manifold%Valve(122)%AdjacentTo(66) + + !call Valve(123)%AdjacentTo(18) + call data%state%manifold%Valve(123)%AdjacentTo(5) + call data%state%manifold%Valve(123)%AdjacentTo(67) + + !call Valve(124)%AdjacentTo(54) + !call Valve(124)%AdjacentTo(55) + call data%state%manifold%Valve(124)%AdjacentTo(69) + call data%state%manifold%Valve(124)%AdjacentTo(103) + + call data%state%manifold%Valve(125)%AdjacentTo(68) + call data%state%manifold%Valve(125)%AdjacentTo(99) + ! call Valve(125)%AdjacentTo(126) + + call data%state%manifold%Valve(126)%AdjacentTo(128) + call data%state%manifold%Valve(126)%AdjacentTo(68) + !call Valve(126)%AdjacentTo(125) + + call data%state%manifold%Valve(127)%AdjacentTo(56) + call data%state%manifold%Valve(127)%AdjacentTo(78) + !call Valve(127)%AdjacentTo(105) + + call data%state%manifold%Valve(128)%AdjacentTo(56) + call data%state%manifold%Valve(128)%AdjacentTo(126) \ No newline at end of file diff --git a/config-chamran.json b/config-chamran.json new file mode 100644 index 0000000..6c7b50c --- /dev/null +++ b/config-chamran.json @@ -0,0 +1,11 @@ +{ + "redis":{ + "address":"127.0.0.1", + "port":6379, + "password":"" + }, + "logging":3, + "process_name": "SimulationCore2", + "work_dir" : ".", + "step_time" : 100 +} \ No newline at end of file diff --git a/helper.ipynb b/helper.ipynb index aa68d16..74d34a4 100644 --- a/helper.ipynb +++ b/helper.ipynb @@ -2,14 +2,14 @@ "cells": [ { "cell_type": "code", - "execution_count": 10, + "execution_count": 16, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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"text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -26,26 +26,43 @@ "lines = f.readlines()\n", "lines = [l.strip() for l in lines]\n", "for line in lines:\n", - " if len(line)==0 or line.startswith(\"!\"):\n", + " if len(line) == 0 or line.startswith(\"!\"):\n", " continue\n", - " matches = re.findall(r\"\\((\\d+)\\)\", line)\n", - " G.add_edge(matches[0], matches[1])\n", + " matches = re.findall(r\"(\\d+)\", line)\n", + " if len(matches) >= 2:\n", + " G.add_edge(int(matches[0]), int(matches[1]))\n", "\n", "node_types = {}\n", - "for i in range(1,71):\n", + "for i in range(1, 71):\n", " node_types[i] = 'valve'\n", - "for i in range(71,91):\n", + "for i in range(71, 91):\n", " node_types[i] = 'source'\n", - "for i in range(91,129):\n", + "for i in range(91, 129):\n", " node_types[i] = 'relation'\n", "\n", + "pos = nx.spring_layout(G, seed=30,scale=1)\n", "\n", + "# Define custom node shapes and sizes based on node types\n", + "custom_shapes = {\n", + " 'source': {'shape': 's', 'size': 800},\n", + " 'valve': {'shape': 'o', 'size': 600},\n", + " 'relation': {'shape': 'o', 'size':400}\n", + "}\n", + "plt.figure(figsize=(20,20))\n", + "# Draw nodes with custom shapes and colors\n", + "for node in G.nodes():\n", + " shape = custom_shapes[node_types[int(node)]]['shape']\n", + " size = custom_shapes[node_types[int(node)]]['size']\n", + " color = 'lightblue' if node_types[int(node)] == 'source' else ('orange' if node_types[int(node)] == 'valve' else 'yellow')\n", + " \n", + " nx.draw_networkx_nodes(G, pos, nodelist=[node], \n", + " node_shape=shape, \n", + " node_color=color, \n", + " node_size=size)\n", "\n", - "pos = nx.spring_layout(G, seed=30)\n", - "nx.draw(G, pos, node_size=100, node_color='skyblue', edge_color='gray')\n", - "nx.draw_networkx_labels(G, pos, font_size=6, font_family='sans-serif')\n", - "\n", - "plt.show()\n" + "nx.draw_networkx_edges(G, pos, edge_color='gray')\n", + "nx.draw_networkx_labels(G, pos, font_size=10, font_family='sans-serif')\n", + "plt.show()" ] }, { @@ -1712,7 +1729,7 @@ ], "metadata": { "kernelspec": { - "display_name": "base", + "display_name": "Python 3", "language": "python", "name": "python3" }, @@ -1728,12 +1745,7 @@ "pygments_lexer": "ipython3", "version": "3.8.10" }, - "orig_nbformat": 4, - "vscode": { - "interpreter": { - "hash": "1ef4a26de7183d96d6da1045a38581e0a15b2215d0c1b98c7b273c6e514c6c7e" - } - } + "orig_nbformat": 4 }, "nbformat": 4, "nbformat_minor": 2