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Julian, t, m As Int32 Dim fSolarTime(3) As Double Dim sMinute, sHour As String ' convert latitude, longitude and timezone to radians lat = Radian(Latitude) lon = Radian(Longitude) timezone_rad = Radian(Timezone * 15) ' get Julian Day Julian = J_Day(Month, Day) 'get Declination fDeclination = Dec(Julian) 'get equation of time fEquation = EquationOfTime(Julian) 'get local time fLocalTime = Local_Time(Hour, Minute) 'get SolarTime fSolarTime = Solar_Time(lon, lat, timezone_rad, fLocalTime, fEquation, fDeclination) fSunrise = fSolarTime(1) fSunset = fSolarTime(2) ' get hour angle Hour_Angle = H_Ang(fSolarTime(0)) 'get altitude fAltitude = Alt(lat, fDeclination, Hour_Angle) 'get Azimuth fAzimuth = Azimuth(lat, fAltitude, fDeclination, Hour_Angle, fLocalTime) ''PREPARE OUTPUT VALUES 'Output declination fDeclination = Degree(fDeclination) 'Output equation of time fEquation = fEquation * 60 'Output altitude value fAltitude = Degree(fAltitude) 'Output azimuth value fAzimuth = Degree(fAzimuth) ' Output solar time. t = CInt(Math.Floor(fSolarTime(0))) m = CInt(Math.Floor((fSolarTime(0) - t) * 60.0)) If (m < 10) Then sMinute = "0" + CStr(m) Else sMinute = CStr(m) End If If (t < 10) Then sHour = "0" + CStr(t) Else sHour = CStr(t) End If sSolarTime = sHour + ":" + sMinute 'Output Sunrise time Print("sunrise returned = " & fSunrise) t = CInt(Math.Floor(fSunrise)) m = CInt(Math.Floor((fSunrise - t) * 60.0)) Print(t) Print(m) If (m < 10) Then sMinute = "0" + CStr(m) Else sMinute = CStr(m) End If Print(sMinute) If (t < 10) Then sHour = "0" + CStr(t) Else sHour = CStr(t) End If sSunrise = sHour + ":" + sMinute 'Output Sunset time t = CInt(Math.Floor(fSunset)) m = CInt(Math.Floor((fSunset - t) * 60.0)) If (m < 10) Then sMinute = "0" + CStr(m) Else sMinute = CStr(m) End If If (t < 10) Then sHour = "0" + CStr(t) Else sHour = CStr(t) End If sSunset = sHour + ":" + sMinute Function Radian(ByVal degree As Double) As Double 'convert from degree to radian Return (Math.PI / 180.0) * degree End Function Function Degree(ByVal radian As Double) As Double Return radian * 180.0 / Math.PI End Function Function J_Day(ByVal Month As Object, ByVal Day As Object) As Int32 'declare day as an int variable Dim jday As Int32 = 0 'analyze the value of month (x) and day (y) Select Case Month Case 1 jday = 0 + Day Case 2 jday = 31 + Day Case 3 jday = 59 + Day Case 4 jday = 90 + Day Case 5 jday = 120 + Day Case 6 jday = 151 + Day Case 7 jday = 181 + Day Case 8 jday = 212 + Day Case 9 jday = 243 + Day Case 10 jday = 273 + Day Case 11 jday = 304 + Day Case 12 jday = 334 + Day End Select Return jday End Function Function Dec(ByVal J_Day As Object) As Double Dim t As Double Dim fdec As Double t = 2 * Math.PI * ((J_Day - 1) / 365.0) fdec = 0.322003 - 22.971 * Math.Cos(t) - 0.357898 * Math.Cos(2 * t) - 0.14398 * Math.Cos(3 * t) + 3.94638 * Math.Sin(t) + 0.019334 * Math.Sin(2 * t) + 0.05928 * Math.Sin(3 * t) 'Convert degrees to radians If fdec > 89.9 Then fdec = 89.9 Else If dec < -89.9 Then fdec = -89.9 End If fdec = fdec * Math.PI / 180 'return the value of dec Return fdec End Function Function EquationOfTime(ByVal J_Day As Object) As Double Dim t As Double Dim fEquation As Double t = (279.134 + 0.985647 * J_Day) * (Math.PI / 180.0) fEquation = 5.0323 - 100.976 * Math.Sin(t) + 595.275 * Math.Sin(2 * t) + 3.6858 * Math.Sin(3 * t) - 12.47 * Math.Sin(4 * t) - 430.847 * Math.Cos(t) + 12.5024 * Math.Cos(2 * t) + 18.25 * Math.Cos(3 * t) 'convert seconds to hours fEquation = fEquation / 3600.00 Return fEquation End Function Function Local_Time(ByVal Hour As Object, ByVal Minute As Object) As Double Return Hour + (Minute / 60.0) End Function Function H_Ang(ByVal solartime As Object) As Double Return (15 * (solartime - 12) * (Math.PI / 180.0)) End Function Function Alt(ByVal fLatitude As Object, ByVal fDeclination As Object, ByVal fHourAngle As Object) As Double Dim t As Double t = Math.Sin(fDeclination) * Math.Sin(fLatitude) + Math.Cos(fDeclination) * Math.Cos(fLatitude) * Math.Cos(fHourAngle) Return Math.Asin(t) End Function Function Azimuth(ByVal fLatitude As Object, ByVal fAltitude As Object, ByVal fDeclination As Object, ByVal fHourAngle As Object, ByVal fLocalTime As Object) As Double Dim t, sin1, cos2, fAzimuth As Double t = (Math.Cos(fLatitude) * Math.Sin(fDeclination)) - (Math.Cos(fDeclination) * Math.Sin(fLatitude) * Math.Cos(fHourAngle)) Print("t = " & t) ' Avoid division by zero Error. If (fAltitude < (Math.PI / 2.0)) Then sin1 = (-Math.Cos(fDeclination) * Math.Sin(fHourAngle)) / Math.Cos(fAltitude) cos2 = t / Math.Cos(fAltitude) Else sin1 = 0.0 cos2 = 0.0 End If Print("sin1 = " & sin1) Print("cos2 = " & cos2) 'Some range checking. If sin1 > 1.0 Then sin1 = 1.0 If sin1 < -1.0 Then sin1 = -1.0 If cos2 < -1.0 Then cos2 = -1.0 If cos2 > 1.0 Then cos2 = 1.0 Print("sin1 = " & sin1) Print("cos2 = " & cos2) ' Calculate azimuth subject To quadrant. If (sin1 < -0.99999) Then fAzimuth = Math.Asin(sin1) Else If (sin1 > 0.0) And (cos2 < 0.0) Then If sin1 >= 1.0 Then fAzimuth = -(Math.PI / 2.0) Else fAzimuth = (Math.PI / 2.0) + ((Math.PI / 2.0) - Math.Asin(sin1)) End If Else If (sin1 < 0.0) And (cos2 < 0.0) Then If (sin1 <= -1.0) Then fAzimuth = (Math.PI / 2.0) Else fAzimuth = -(Math.PI / 2.0) - ((Math.PI / 2.0) + Math.Asin(sin1)) End If Else fAzimuth = Math.Asin(sin1) End If ' A little last-ditch range check. If (fAzimuth < 0.0) And (fLocalTime < 10.0) Then fAzimuth = -fAzimuth End If Return fAzimuth End Function Function Solar_Time(ByVal fLongitude As Object, ByVal fLatitude As Object, ByVal fTimeZone As Object, ByVal fLocalTime As Object, ByVal fEquation As Object, ByVal fDeclination As Object) As Double() Dim fDifference, local_noon, test, t, fSunrise, fSunset, fSolarTime As Double Dim solartime(3) As Double Print("Current values:") Print(" fLatitude = " & fLatitude) Print(" fLongitude = " & fLongitude) Print(" fTimeZone = " & fTimeZone) Print(" fLocaltime = " & fLocaltime) Print(" fEquation = " & fEquation) Print(" fDeclination = " & fDeclination) Print("----") 'Calculate difference (in minutes) from reference longitude. fDifference = ((fLongitude - fTimeZone) * 180 / Math.PI) * 4 / 60.0 Print("Data produced in the function:") Print(" fDifference = " & fDifference) 'Convert solar noon to local noon. local_noon = 12.0 - fEquation - fDifference Print(" local_noon = " & local_noon) 'Calculate angle normal to meridian plane. If fLatitude > (0.99 * (Math.PI / 2.0)) Then fLatitude = (0.99 * (Math.PI / 2.0)) Else If fLatitude < -(0.99 * (Math.PI / 2.0)) Then fLatitude = -(0.99 * (Math.PI / 2.0)) End If test = -Math.Tan(fLatitude) * Math.Tan(fDeclination) Print(" test = " & test) If test < -1 Then t = Math.Acos(-1.0) / (15 * (Math.PI / 180.0) ) Else If test > 1 Then t = Math.Acos(1.0) / (15 * (Math.PI / 180.0) ) Else t = Math.Acos(test) / (15 * (Math.PI / 180.0) ) End If Print(" t = " & t) 'Sunrise and sunset fSunrise = local_noon - t fSunset = local_noon + t 'Check validity Of local time. If fLocalTime > fSunset Then fLocalTime = fSunset If fLocalTime < fSunrise Then fLocalTime = fSunrise If fLocalTime > 24.0 Then fLocalTime = 24.0 If fLocalTime < 0.0 Then fLocalTime = 0.0 'Calculate solar time. fSolarTime = fLocalTime + fEquation + fDifference Print("----") Print("Output data:") Print(" fSunset = " & fSunset) Print(" fSunrise = " & fSunrise) Print(" fSolarTime = " & fSolarTime) solartime(0) = fSolarTime solartime(1) = fSunrise solartime(2) = fSunset Return solartime End Function 0 DotNET VB Script (LEGACY) Solar Position A VB.NET scriptable component 205da3a3-8c62-4a62-bd55-1d071ae9b513 292 148 220 66 156 164 7 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable x Script Variable x true true 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable y Script Variable y true true 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable var Script Variable var true true 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable var Script Variable var true true 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable var Script Variable var true true 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable var Script Variable var true true 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 Variable var Script Variable var true true 8 3ede854e-c753-40eb-84cb-b48008f14fd4 Output Print, Reflect and Error streams true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result A Output parameter A true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result Data Output parameter Data true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result Data Output parameter Data true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result Data Output parameter Data true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result Data Output parameter Data true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result Data Output parameter Data true false 8ec86459-bf01-4409-baee-174d0d2b13d0 Result Data Output parameter Data true false Variable x Longitude Script Variable x 3210e001-4242-425f-a73f-834348ebe5dc true 1 7802cfdf-f573-4b28-8d7a-eb7742c38072 true false 251 79.42857 222 68 55 22 Variable y Latitude Script Variable y 57c324b1-df1a-43b3-8fe5-fa07c5a0062c true 1 f25d8702-62dd-465a-a45a-9e5eb4bdae11 true false 251 102.2857 222 90 55 23 Variable var Timezone Script Variable var 995d6e66-40ed-4cc7-aa2e-28ed766225e6 true 1 675e8e45-a74b-444f-a938-8b59c5cc9a5c true false 251 125.1429 222 113 55 23 Variable var Month Script Variable var cac4365a-16d8-41ba-ab9e-10687893c210 true 1 b8a3d321-77ca-4595-8f5c-761de6f8fd42 true false 251 148 222 136 55 23 Variable var Day Script Variable var c67110d4-83eb-4725-9875-bde9f8a588f9 true 1 a3cfaea9-5317-4b36-83c5-26e59b301527 true false 251 170.8571 222 159 55 23 Variable var Hour Script Variable var 834c3b62-04a9-4e77-b683-8e0f5cfcb920 true 1 7f071bc9-5468-4d74-8577-c9bed86383b6 true false 251 193.7143 222 182 55 23 Variable var Minute Script Variable var a171edc4-cd85-4bf4-857b-f7d1b86cb6a1 true 0 true false 251 216.5714 222 205 55 22 Output out Print, Reflect and Error streams 0583c99b-afb9-4576-a237-2ff606dc90dd false 0 340.5 78 307 68 67 20 Result A fDeclination Output parameter A 82b14354-6a43-4167-83c4-8dd07b3434bd false 0 340.5 98 307 88 67 20 Result Data fEquation Output parameter Data 5b219bd7-9c35-43ef-aa4d-e6c3233fa63e false 0 340.5 118 307 108 67 20 Result Data fAzimuth Output parameter Data 4e2966ce-59e9-4da8-b5ad-310f42fb2785 false 0 340.5 138 307 128 67 20 Result Data fAltitude Output parameter Data 71592c28-1678-4aa3-b435-0468ff6fc1c1 false 0 340.5 158 307 148 67 20 Result Data sSolarTime Output parameter Data d1f7b117-02ba-4aa4-98a8-392b8df5d5c1 false 0 340.5 178 307 168 67 20 Result Data sSunrise Output parameter Data 3ed5f23f-ecc6-4db7-b45a-0ba62e82fb6b false 0 340.5 198 307 188 67 20 Result Data sSunset Output parameter Data 6ee0f5fe-fdcc-4340-b8ba-859e61377ed1 false 0 340.5 218 307 208 67 20 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values f25d8702-62dd-465a-a45a-9e5eb4bdae11 false 0 17.332614 true true true 0 false 255;255;250;90 0 0 0 125.5907 92.61375 125 92 78 20 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values 7802cfdf-f573-4b28-8d7a-eb7742c38072 false 0 76.833744 true true true 0 false 255;255;250;90 0 0 0 124.4077 69.83336 124 69 79 20 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel Panel A panel for custom notes and String values 675e8e45-a74b-444f-a938-8b59c5cc9a5c false 0 5 true true true 0 false 255;255;250;90 0 0 0 153.1886 115.9217 153 115 50 20 fbac3e32-f100-4292-8692-77240a42fd1a Point Point center Represents a collection of 3D Points 2be3f5fe-a88a-48e5-8c6f-baba3b30fbe9 true false 0 1 351.3501 252.3498 326 242 50 20 3d800eb4-f406-4944-a119-0f474a9b2544 -1 0 0 point_object a435f5c8-28a2-43e8-a52a-0b6e73c2e300 Point Polar Point Polar Pt Create a point from polar {phi,theta,offset} coordinates. 60b12dd7-6bd1-493a-869c-44acf50a2e7c true 479 146 428 104 88 84 Base plane P Plane defining polar coordinate space dc10e316-9bbc-41ac-b020-29cb87f829bf false 1 2be3f5fe-a88a-48e5-8c6f-baba3b30fbe9 1 456.5 116 430 106 34 20 0 0 0 1 0 0 0 1 0 rad(90-xy) XY angle xy Angle in radians for P(x,y) rotation fc4db8c9-e355-4b8c-b51b-52069cdf5332 false 1 4e2966ce-59e9-4da8-b5ad-310f42fb2785 1 456.5 136 430 126 34 20 0 rad(z) Z angle z Angle in radians for P(z) rotation bdc0d288-2bd9-4965-9580-9b11b954c121 false 1 71592c28-1678-4aa3-b435-0468ff6fc1c1 1 456.5 156 430 146 34 20 0 Offset d Offset distance for point 6df09bdb-66ed-4b26-95b4-379af35d9504 false 0 1 456.5 176 430 166 34 20 20 Point Pt Polar point coordinate 8b7d9aca-43ad-48e9-9104-35dba67e7045 false 0 504 146 494 106 20 80 934ede4a-924a-4973-bb05-0dc4b36fae75 Vector 2Pt Vector 2Pt Vec2Pt Create a vector between two points. 50efbd99-2e80-481e-86ec-04dd63465122 true 562 220 531 188 65 64 Point A A Base point 780e0a95-18bf-4a59-aa55-425ac0d309d9 false 1 8b7d9aca-43ad-48e9-9104-35dba67e7045 541.5 200 533 190 14 20 Point B B Tip point 4d2d639a-1dd7-4891-96f9-b521f117dede false 1 2be3f5fe-a88a-48e5-8c6f-baba3b30fbe9 541.5 220 533 210 14 20 Unitize U Unitize output a2f21674-63b7-4985-9ae1-8ca43f5f40cc false 0 1 false 541.5 240 533 230 14 20 false Vector V Vector a990f127-2af8-4987-9a16-27621e1418e2 false 0 585.5 205 577 190 17 30 Length L Vector length 54966102-c879-49d4-ae5b-19a2384db553 false 0 585.5 235 577 220 17 30 2a3f7078-2e25-4dd4-96f7-0efb491bd61c Vector Display 1 15 0.1 true Vector Display VDis Preview vectors in the viewport 1577599d-61c7-4e90-9113-af73506817da false false 3 false 0 255;255;255;192 255;255;255;192 false 0.5 255;255;255;192 255;255;255;192 false 1 255;255;255;192 255;255;255;192 660 125 629 102 45 45 Anchors A Anchor points for preview vector ba15f98f-773c-491e-b163-f9c9df156acc false 1 8b7d9aca-43ad-48e9-9104-35dba67e7045 639.5 114.25 631 104 14 20 Vectors V Vectors to preview 4704d82f-307f-4fb2-a72b-23e3ebbc6d38 false 1 a990f127-2af8-4987-9a16-27621e1418e2 639.5 134.75 631 124 14 21 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider month Numeric slider for single values b8a3d321-77ca-4595-8f5c-761de6f8fd42 false 0 37.30698 148.8537 37 148 165 20 3 1 12 4 1 1 cfb6b17f-ca82-4f5d-b604-d4f69f569de3 Plane Normal Plane Normal Pl Create a plane perpendicular to a vector. bf7bb2cc-bebb-479e-a329-db0a71a94162 661 172 629 150 65 44 Origin O Origin of plane 21c780a5-1779-4133-aee6-90d6da18a242 false 1 8b7d9aca-43ad-48e9-9104-35dba67e7045 1 640 162 631 152 15 20 0 0 0 Z-Axis Z Z-Axis direction of plane c41e90bb-4691-4811-9bea-713e2fe82300 false 1 a990f127-2af8-4987-9a16-27621e1418e2 1 640 182 631 172 15 20 0 0 1 Plane P Plane definition c1876c0d-992c-45ba-ab42-cbd38f2c8f93 false 0 684 172 676 152 16 40 9025f4ca-159f-4c54-958b-0aad379dae77 Project Project Project Project an object onto a plane. 77815585-6904-425b-b12f-93209c5eae51 true 1255 370 1224 338 65 63 Geometry G Base geometry 39afeddb-dd5e-4c4d-9b3d-abffaf2fa99b true 1 f619a175-2d52-4a36-a766-98f6fb181cec 1234.5 354.75 1226 340 14 29 Plane P Projection plane c0ea6bd2-0d55-4d6a-9b2d-d067d2fe629b false 1 c1876c0d-992c-45ba-ab42-cbd38f2c8f93 1234.5 384.25 1226 369 14 30 Geometry G Projected geometry 50a79e8b-ad93-4f49-9af0-11e6365385bc false 0 1278.5 354.75 1270 340 17 29 Transform X Transformation data 3000ad85-0d90-4ab2-9df4-356a210d4b27 false 0 1278.5 384.25 1270 369 17 30 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 1 0 Group A group of Grasshopper objects affa10e4-7f15-4953-b4aa-2abae0f09672 c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 1 0 Group A group of Grasshopper objects fc53c802-6aae-4c7c-b578-2041053761bd c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group 150;170;135;255 1 0 Group A group of Grasshopper objects baa33c34-6d82-45b2-a4a8-556af3be57a2 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Area Area Solve area properties for breps, meshes and planar closed curves. f0d8f6ab-c577-4d69-852f-51e9a1de2119 true 1339 412 1308 389 65 46 Geometry G Brep, mesh or planar closed curve for area computation 2e676438-2f31-4e2b-874b-2b089b4000c2 false 1 f619a175-2d52-4a36-a766-98f6fb181cec 1318.5 412 1310 391 14 42 Area A Area of geometry cb47a84f-a103-4e02-9db6-37c8d0c731a2 false 0 1362.5 401.5 1354 391 17 21 Centroid C Area centroid of geometry bfa7d534-1f82-4a43-9ab6-b21c26913cd4 false 0 1362.5 422.5 1354 412 17 21 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Area Area Solve area properties for breps, meshes and planar closed curves. 7f975af1-d83d-4bcf-beba-224aa7eff27a true 1339 364 1308 341 65 46 Geometry G Brep, mesh or planar closed curve for area computation c48c03ae-1a09-4cce-b410-0f1a5fa48822 false 1 50a79e8b-ad93-4f49-9af0-11e6365385bc 1318.5 364 1310 343 14 42 Area A Area of geometry bc32bdcd-4c75-406f-a6e9-cdb426c517fd false 0 1362.5 353.5 1354 343 17 21 Centroid C Area centroid of geometry 718dc6cc-923d-4e99-8635-dad58479fc63 false 0 1362.5 374.5 1354 364 17 21 9c85271f-89fa-4e9f-9f4a-d75802120ccc Division Division A/B Mathematical division 0002e498-8c9c-4129-8c85-d399dcf547e2 true 1429 361 1398 339 65 44 A A Item to divide (dividend) ec484b26-d040-44e2-8825-ee96fecd930a false 1 bc32bdcd-4c75-406f-a6e9-cdb426c517fd 1408.5 351 1400 341 14 20 B B Item to divide with (divisor) 49b96f01-002a-4d4d-8e2f-cdec848869bd false 1 cb47a84f-a103-4e02-9db6-37c8d0c731a2 1408.5 371 1400 361 14 20 Result R The result of the Division e9365da4-12cc-40f3-9c1c-28d3fe1199b1 false 0 1452.5 361 1444 341 17 40 537b0419-bbc2-4ff4-bf08-afe526367b2c Custom Preview Custom Preview Preview Allows for customized geometry previews d73d1f39-201a-441e-9d69-2fe485303d59 2132 493 2101 458 45 70 Geometry G Geometry to preview 704bd85f-df5f-454e-90d3-7816c3b096fc true false 1 1da2e1ad-1a7b-48e3-9161-c640c90bbc11 2111.5 476.5 2103 460 14 33 Shader S The preview shader override 780216f4-fdd8-4e22-bb9d-4e831c5a2030 false 1 3b8ba0f9-5e52-43d3-a47a-e3d8925d056e 1 2111.5 509.5 2103 493 14 33 255;255;105;180 255;0;0;0 255;76;32;54 255;255;255;255 0.5 0 00000000-0000-0000-0000-000000000000 6f93d366-919f-4dda-a35e-ba03dd62799b Sort List Sort List Sort Sort a list of numeric keys. 016727d3-12ef-45a3-b9a6-96824319c138 true 1466 450 1435 428 65 44 2 2 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 8ec86459-bf01-4409-baee-174d0d2b13d0 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 8ec86459-bf01-4409-baee-174d0d2b13d0 Keys K List of sortable keys 18355641-7902-41ee-a374-71fc00886bcb 1 false 1 e9365da4-12cc-40f3-9c1c-28d3fe1199b1 1445.5 440 1437 430 14 20 Values A A Optional list of values to sort synchronously a95032f9-7ae3-477f-8dd5-ab069441b944 1 true 1 f619a175-2d52-4a36-a766-98f6fb181cec 1445.5 460 1437 450 14 20 Keys K Sorted keys 3401c71b-4c8f-489c-a279-691f3ebf5cf8 false 0 1489.5 440 1481 430 17 20 Values A A Synchronous values in A 1f83ac53-0341-4ae9-8683-475011d19bc0 false 0 1489.5 460 1481 450 17 20 6da9f120-3ad0-4b6e-9fe0-f8cde3a649b7 Gradient Gradient Gradient Represents a multiple colour gradient 0127945f-33dc-422a-b35c-a62833f27841 false false 3 false 0 255;0;255;255 255;0;255;255 false 0.5 255;255;255;0 255;255;255;0 false 1 255;255;0;0 255;255;0;0 1833 396 250 64 Lower limit L0 Lower limit of gradient range cdc6cee8-d126-4123-bf9f-3774ec8be5c3 false 0 1 1847 408 1836 398 19 20 0 Upper limit L1 Upper limit of gradient range 0f1f4a60-dce2-4dc2-b61e-5903540d595a false 0 1 1847 428 1836 418 19 20 1 Parameter t Parameter along gradient range c7b6b8cb-7975-453f-a4fd-f2ccc6a3f881 false 1 5261f6d2-478c-47bb-bafb-93f94de0b87a 1847 448 1836 438 19 20 Colour C Colour along gradient at parameter 3b8ba0f9-5e52-43d3-a47a-e3d8925d056e false 0 2083 396 0 64 1817fd29-20ae-4503-b542-f0fb651e67d7 List Length List Length Lng Measure the length of a list. 0b56b030-efa4-4038-aec2-aee035adb6eb true 1696 464 1666 444 63 39 List L Base list 014f6021-9fb7-443b-95ee-3396cb84e7fa 1 false 1 1f83ac53-0341-4ae9-8683-475011d19bc0 1676 463.5 1668 446 13 35 Length L Number of items in L 70d6739d-f09f-49b2-ad58-29fc48f92738 false 0 1719 463.5 1711 446 16 35 9445ca40-cc73-4861-a455-146308676855 Range Range Range Create a range of numbers. 29a00bce-161b-48ab-83b0-8e0d222f45d1 1779 449 1747 420 66 58 Domain D Domain of numeric range 2091c427-744e-4a0d-abeb-be50d8b2081a false 1 9247605e-ee08-49fa-abaa-529f528066ea 1 1758 435.5 1749 422 15 27 0 1 Steps N Number of steps d1cc61bb-4917-4774-bc5b-f2e626a26762 false 1 70d6739d-f09f-49b2-ad58-29fc48f92738 1 1758 462.5 1749 449 15 27 10 Range R Range of numbers 5261f6d2-478c-47bb-bafb-93f94de0b87a false 0 1802.5 449 1794 422 17 54 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. bf3276a4-a595-46b9-8f7a-10a290e25d99 true 1654 341 1620 309 67 64 List L Base list c97bf4eb-cd2c-47b5-be06-d3e39138018d 1 false 1 3401c71b-4c8f-489c-a279-691f3ebf5cf8 1632 321 1622 311 17 20 Index i Item index d6a0aa55-f726-4e05-a45b-f8ea6d55ef01 false 0 1 1632 341 1622 331 17 20 0 Wrap W Wrap index to list bounds 7867c241-d1bd-4da9-a3cb-e081a0be7ccb false 0 1 false 1632 361 1622 351 17 20 false Element E Item at {i'} 533c1a21-bfbb-4d54-aba4-38d2e52be4d8 false 0 1677 341 1669 311 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 7c0f3f93-b077-41d6-a15f-6a24d6a095ec true 1654 409 1604 377 83 64 List L Base list 4f2c334f-94fd-47a0-923c-ef393f66613d 1 true false 1 3401c71b-4c8f-489c-a279-691f3ebf5cf8 1632 389 1606 379 33 20 Index i Item index 77a0ed7d-dc06-4008-a207-2c1b630496d3 false 0 1 1632 409 1606 399 33 20 0 Wrap W Wrap index to list bounds f2cbfde9-6935-46e5-b68f-ac20ecf2366d false 0 1 false 1632 429 1606 419 33 20 false Element E Item at {i'} 0d1b7e5a-0a2d-4d63-8ceb-f0e0acb69af4 false 0 1677 409 1669 379 16 60 d1a28e95-cf96-4936-bf34-8bf142d731bf Domain Domain Dom Create a numeric domain from two numeric extremes. f9ec1ea0-fcc5-49a2-8aea-115e07377935 1732 374 1701 351 62 46 Domain start A Start value of numeric domain d18d42ce-9d6a-43b8-a2ec-5c7a94697c98 false 1 533c1a21-bfbb-4d54-aba4-38d2e52be4d8 1711.5 363.5 1703 353 14 21 Domain end B End value of numeric domain 24cb75d3-bc07-4818-a1b8-dc6ba97da870 false 1 0d1b7e5a-0a2d-4d63-8ceb-f0e0acb69af4 1711.5 384.5 1703 374 14 21 Domain I Numeric domain between {A} and {B} 9247605e-ee08-49fa-abaa-529f528066ea false 0 1754 374 1747 353 14 42 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface Srf Represents a collection of 3D Surfaces f619a175-2d52-4a36-a766-98f6fb181cec true 1 false 1 749a5cb3-5744-409d-b1f4-2feb3d15b848 1163.266 426.4912 1119 416 69 20 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface BASE SURFACE Represents a collection of 3D Surfaces 11d8a2f2-63d5-4337-bcc4-99aa535a3c49 true false 2 1 5000b233-af78-4683-a59d-c8576c15725b 1 154.5107 652.5718 106 642 96 20 321793fb-6550-4006-b8b8-9fc3618b6803 6a9ccaab-1b03-484e-bbda-be9c81584a66 Isotrim Isotrim SubSrf Extract an isoparametric subset of a surface. 1deb3e31-9550-43f6-9738-744c870f4678 true 330 664 298 634 65 60 Surface S Base surface 81c5817c-03be-4601-a7a7-9b7553af8d12 false 1 11d8a2f2-63d5-4337-bcc4-99aa535a3c49 309 650 300 636 15 28 Domain D Domain of subset 9e33fea4-6967-44eb-9997-1651d40061c8 false 1 7941ca9f-7875-430d-8e6d-3b3740eb48cf 309 678 300 664 15 28 Surface S Subset of base surface 9f5f9d5e-5757-49c3-acec-458acb41da27 false 0 353 664 345 636 16 56 75ac008b-1bc2-4edd-b967-667d628b9d24 Divide Domain² Divide Domain² Divide Divides a two-dimensional domain into equal segments. 2d970f13-7a60-4830-a42c-e1ce8fe9c8a9 252 689 221 657 64 64 Domain I Base domain 6042bd55-8177-4c5e-99ef-dbfd38016531 false 1 11d8a2f2-63d5-4337-bcc4-99aa535a3c49 231.5 669 223 659 14 20 U Count U Number of segments in {u} direction 9f9b22a7-a53f-486b-9eac-234fdd552ad2 false 1 9673046b-1e3e-47a4-bcd2-f97562133584 1 231.5 689 223 679 14 20 10 V Count V Number of segments in {v} direction dadf947b-0c45-4ece-adec-7ae010c98c89 false 1 f957feab-946f-436a-bb0e-9ea7819fe2db 1 231.5 709 223 699 14 20 10 Segments S Individual segments 7941ca9f-7875-430d-8e6d-3b3740eb48cf false 0 275 689 267 659 16 60 8d372bdc-9800-45e9-8a26-6e33c5253e21 Brep Components Brep Components Explode Decompose a Brep into its component parts. 3d2effa3-3c75-4de0-82fa-69874ca0e9ac true 411 664 380 629 81 69 Brep B Base Brep e3fe62f9-8a29-4ed3-8c4e-7a39bb76fbe4 false 1 9f5f9d5e-5757-49c3-acec-458acb41da27 390.5 663.5 382 631 14 65 Faces F Faces of Brep 0c6554ae-3d56-4cd4-806d-b95aabaeba51 false 0 434.5 641.8333 426 631 33 21 Edges E Edges of Brep e11ee834-04b1-4e76-b4bd-1e278c763a7d false 0 434.5 663.5 426 652 33 22 Vertices V Vertices of Brep 65013068-25c0-499a-aef9-722b1458bb83 true false 0 434.5 685.1666 426 674 33 21 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. a373b913-2826-4510-894f-1ab9733629ba true 810 790 776 758 67 64 List L Base list fe91cc4c-8134-4209-b119-24dc66994f01 1 false 1 182762eb-46b1-4265-8a3e-b9ac17a53439 788 770 778 760 17 20 Index i Item index 5df16db0-f145-4e91-afb5-dac8d240ad34 false 0 1 788 790 778 780 17 20 0 Wrap W Wrap index to list bounds ccb63128-c66d-454f-8085-243366d67027 false 0 1 false 788 810 778 800 17 20 false Element E Item at {i'} f8b8bed4-6426-432e-b2f9-8c75ea53939f false 0 833 790 825 760 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 9beddb61-7fd3-4429-8e6c-89c2ebd5e023 true 814 858 780 826 67 64 List L Base list b3e55633-a81b-4fa0-b26c-bbcdcbd0eb09 1 false 1 182762eb-46b1-4265-8a3e-b9ac17a53439 792 838 782 828 17 20 Index i Item index 8b5079fd-f99f-4413-b960-ccc26965b14d false 0 1 792 858 782 848 17 20 1 Wrap W Wrap index to list bounds 2cfb9282-661b-437d-b84c-fa43e332253a false 0 1 false 792 878 782 868 17 20 false Element E Item at {i'} 18c2e19a-3e6b-45b0-82e7-2e073bdece86 false 0 837 858 829 828 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 690dc629-a4c8-4a02-82e9-157ff243dc1a true 813 926 779 894 67 64 List L Base list 68f95058-9bbf-4be7-bb92-86508d83a51d 1 false 1 182762eb-46b1-4265-8a3e-b9ac17a53439 791 906 781 896 17 20 Index i Item index 8d53b683-2bcd-4bd9-bfcf-146badf71d04 false 0 1 791 926 781 916 17 20 2 Wrap W Wrap index to list bounds d8e2afa8-b117-44d1-9400-7bcead8779d7 false 0 1 false 791 946 781 936 17 20 false Element E Item at {i'} 83edf189-9170-4428-88d8-b3fe22fd4d11 false 0 836 926 828 896 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 6999e598-9a8a-4770-afa4-92fc57705c9a true 815 998 781 966 67 64 List L Base list ac9f5cff-4357-4106-91c1-4adbf706ddea 1 false 1 182762eb-46b1-4265-8a3e-b9ac17a53439 793 978 783 968 17 20 Index i Item index c4dccee0-b579-4c55-87e7-693a08321045 false 0 1 793 998 783 988 17 20 3 Wrap W Wrap index to list bounds 2fdfcbde-1939-4750-9ebe-b4f8334a84f8 false 0 1 false 793 1018 783 1008 17 20 false Element E Item at {i'} bf361602-c7cb-4369-98dd-43ce3dc999fe false 0 838 998 830 968 16 60 c77a8b3b-c569-4d81-9b59-1c27299a1c45 4Point Surface 4Point Surface Srf4Pt Create a surface connecting three or four corner points. 1dbde585-c133-4225-84f5-bbb35c09ef45 true 960 801 928 759 65 84 Corner A A First corner 88c3c026-e924-4e7a-98a7-972246c5014d false 1 f8b8bed4-6426-432e-b2f9-8c75ea53939f 939 771 930 761 15 20 Corner B B Second corner 29f1a9eb-59de-4659-84ee-06ce2bca9ee0 false 1 18c2e19a-3e6b-45b0-82e7-2e073bdece86 939 791 930 781 15 20 Corner C C Third corner 2147279b-bfc3-4d4f-822f-cfd0ee131d3b false 1 83edf189-9170-4428-88d8-b3fe22fd4d11 939 811 930 801 15 20 Corner D D Optional fourth corner d303ed8d-011b-4f44-abbe-c6b1cf17f3fa true 1 bf361602-c7cb-4369-98dd-43ce3dc999fe 939 831 930 821 15 20 Surface S Resulting surface 749a5cb3-5744-409d-b1f4-2feb3d15b848 false 0 983 801 975 761 16 80 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider U Numeric slider for single values 9673046b-1e3e-47a4-bcd2-f97562133584 false 0 39.24927 666.923 39 666 160 20 23 3 23 0 2 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider V Numeric slider for single values f957feab-946f-436a-bb0e-9ea7819fe2db false 0 39.25281 688.923 39 688 161 20 23 3 23 0 2 1 c98a6015-7a2f-423c-bc66-bdc505249b45 Plane 3Pt Plane 3Pt Pl 3Pt Create a plane through three points. 91af7bef-0a78-4a33-9797-538c62d71234 true 625 678 594 646 67 64 Point A A Origin point 7922fdfd-c3a2-41ee-b875-7174845358f1 false 1 b521a51c-b8ee-42eb-81ba-7fd41173b738 604.5 658 596 648 14 20 Point B B X-direction point 92c506a8-57cf-4963-a9a8-04a3d342071c false 1 bfa3c00f-630d-46b6-86cb-9264b54ff2d6 604.5 678 596 668 14 20 Point C C Orientation point 1417dca7-7ac2-4bcd-871f-4100158a0b79 false 1 9c3d17cc-4cb5-4674-85a6-d8b163f5e1b0 604.5 698 596 688 14 20 Plane Pl Plane definition 8c813449-6bec-4331-ae5e-044a3991d472 false 0 649.5 678 640 648 19 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 424d1b09-501d-47d6-a559-f3e0cd550eeb true 530 600 496 568 67 64 List L Base list 76208f99-7338-42cd-9766-f88a86a07358 1 false 1 65013068-25c0-499a-aef9-722b1458bb83 508 580 498 570 17 20 Index i Item index d3ac31cf-2e47-4b53-ab18-e18bdebce197 false 0 1 508 600 498 590 17 20 0 Wrap W Wrap index to list bounds f42eab2d-a603-47c3-a938-abc7e328b1bb false 0 1 false 508 620 498 610 17 20 false Element E Item at {i'} b521a51c-b8ee-42eb-81ba-7fd41173b738 false 0 553 600 545 570 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 0046e6b3-6d69-45ae-a6c4-9cf64bc07eec true 529 675 495 643 67 64 List L Base list 36c996c7-1f80-481c-a6a0-4c9a5d9c4588 1 false 1 65013068-25c0-499a-aef9-722b1458bb83 507 655 497 645 17 20 Index i Item index a53ce556-3726-4cf8-8802-c7005ff35c05 false 0 1 507 675 497 665 17 20 1 Wrap W Wrap index to list bounds 6849c16e-2fee-4d46-96b0-d766c653c058 false 0 1 false 507 695 497 685 17 20 false Element E Item at {i'} bfa3c00f-630d-46b6-86cb-9264b54ff2d6 false 0 552 675 544 645 16 60 b075c065-efda-4c9f-9cc9-288362b1b4b9 Plane CP Plane CP CP Find the closest point on a plane. e0256e58-88f7-450b-a09f-2a6a4ce6d14c true 708 663 678 631 69 64 Point S Sample point 46a65154-dd4d-42b4-8964-f37178576c06 false 1 65013068-25c0-499a-aef9-722b1458bb83 688 648 680 633 13 30 Plane P Projection plane 6283f93c-c26e-4cc4-b157-fec8f01fa2ef false 1 8c813449-6bec-4331-ae5e-044a3991d472 688 678 680 663 13 30 Point P Projected point 182762eb-46b1-4265-8a3e-b9ac17a53439 false 0 734 643 723 633 22 20 UV Point uv {uv} coordinates of projected point e63f649b-38fc-457a-8188-2cc85e811fae true false 0 734 663 723 653 22 20 Distance D Signed distance between point and plane fee34f35-0e27-46e8-9acc-afd3b9f7265f false 0 734 683 723 673 22 20 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. f6b9195a-139e-4a13-b5a3-f84b9b84d5b1 true 529 747 495 715 67 64 List L Base list 7b571ac5-198f-4705-b076-2957bd5d376f 1 false 1 65013068-25c0-499a-aef9-722b1458bb83 507 727 497 717 17 20 Index i Item index 3d6f9a9b-4f99-47a2-9de4-75217c12d7b6 false 0 1 507 747 497 737 17 20 2 Wrap W Wrap index to list bounds 72393f23-8641-4445-b3b4-fd8ebffd5de1 false 0 1 false 507 767 497 757 17 20 false Element E Item at {i'} 9c3d17cc-4cb5-4674-85a6-d8b163f5e1b0 false 0 552 747 544 717 16 60 285ddd8a-5398-4a3e-b3c2-361025711a51 List Item List Item Item Retrieve a specific item from a list. 20d1bc35-4670-4441-bf9b-11087f63ab52 true 529 815 495 783 67 64 List L Base list c8cbd170-f9e3-40d1-ab8b-19bc814a4236 1 false 1 65013068-25c0-499a-aef9-722b1458bb83 507 795 497 785 17 20 Index i Item index fd5af6f9-30d2-4b90-af47-c3be4a13fad5 false 0 1 507 815 497 805 17 20 3 Wrap W Wrap index to list bounds 9dfb8005-a041-4a0f-adef-b167d6e1aaf6 false 0 1 false 507 835 497 825 17 20 false Element E Item at {i'} fd00d5fc-8427-420d-bfdd-ef7a53998f64 false 0 552 815 544 785 16 60 c77a8b3b-c569-4d81-9b59-1c27299a1c45 4Point Surface 4Point Surface Side Srf Create a surface connecting three or four corner points. c1b5df5b-aaba-4797-97e3-17d5f9d51153 958 993 926 951 65 84 Corner A A First corner 2afb44bf-b5b6-47d5-8e00-4aeae6be446c false 1 fd00d5fc-8427-420d-bfdd-ef7a53998f64 937 963 928 953 15 20 Corner B B Second corner bf2b4245-9ef1-45a3-8419-cfdcfc5b7038 false 1 f8b8bed4-6426-432e-b2f9-8c75ea53939f 937 983 928 973 15 20 Corner C C Third corner 276c714a-9e27-487b-96bd-b4208a67dc1a false 1 bf361602-c7cb-4369-98dd-43ce3dc999fe 937 1003 928 993 15 20 Corner D D Optional fourth corner d7992c7d-274c-47ec-864a-ef80c02d9180 true 1 bf361602-c7cb-4369-98dd-43ce3dc999fe 937 1023 928 1013 15 20 Surface S Resulting surface c2744341-8d17-4e9b-90ba-85551fa69576 false 0 981 993 973 953 16 80 c77a8b3b-c569-4d81-9b59-1c27299a1c45 4Point Surface 4Point Surface Side Srf Create a surface connecting three or four corner points. 3aa5916a-5935-4b4c-ab36-8c590d73a4f5 958 897 926 855 65 84 Corner A A First corner 1f819905-ef81-4426-9dd4-d0b42c35b178 false 1 fd00d5fc-8427-420d-bfdd-ef7a53998f64 937 867 928 857 15 20 Corner B B Second corner e47253ed-c87f-4814-9849-8862b52e22e5 false 1 83edf189-9170-4428-88d8-b3fe22fd4d11 937 887 928 877 15 20 Corner C C Third corner fa506d3e-d04b-428f-967a-7c5b93a4cab3 false 1 bf361602-c7cb-4369-98dd-43ce3dc999fe 937 907 928 897 15 20 Corner D D Optional fourth corner 4a8221d6-5bb7-47bf-a4ac-26342b8ec1bc true 1 bf361602-c7cb-4369-98dd-43ce3dc999fe 937 927 928 917 15 20 Surface S Resulting surface 265dbb88-baf8-4dfe-855c-7afc9b480134 false 0 981 897 973 857 16 80 670fcdba-da07-4eb4-b1c1-bfa0729d767d Decompose Decompose pComp Decompose a point into its component parts. 8047805f-dee1-46d4-bf2e-155b1e295f23 true 528 414 498 382 63 64 Point P Input point 65ee2ef1-8910-4210-a601-b706610cd161 false 1 bc950261-9372-4310-8626-1844128396a0 508 399 500 384 13 30 System S Local coordinate system 54f6e53e-6126-4d0c-b598-1d1e0d02aff4 true false 0 1 508 429 500 414 13 30 0 0 0 1 0 0 0 1 0 X component X Point {x} component 8e46772b-f351-4954-8e75-a81d30c0f8b8 false 0 551 394 543 384 16 20 Y component Y Point {y} component 110dbb26-9563-4a7b-bcd5-31091ec0652c false 0 551 414 543 404 16 20 Z component Z Point {z} component de7a1c5e-07ad-4dfc-8fc8-3b7dc2030089 false 0 551 434 543 424 16 20 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 2bf48054-821a-4a3d-93ba-c6384191bfaf true 612 480 582 438 67 84 X component X {x} component 9298a768-9d27-4324-8bab-e97e054962a7 false 1 8e46772b-f351-4954-8e75-a81d30c0f8b8 1 592 450 584 440 13 20 0 Y component Y {y} component fa52be60-7479-4bd2-928d-b7484f82ec7c false 1 110dbb26-9563-4a7b-bcd5-31091ec0652c 1 592 470 584 460 13 20 0 Z component Z {z} component d5a555b2-82f2-4d89-af09-037e679311d0 false 1 94bca01b-a89e-4314-9aec-8098df66d02a 1 592 490 584 480 13 20 0 System S Coordinate system for point 80d5e2c0-ab51-4c40-925e-ff55039f1d23 true false 0 1 592 510 584 500 13 20 0 0 0 1 0 0 0 1 0 Point Pt Point coordinate 6a3a15cf-e4eb-4f14-bf00-f54002a93c9f false 0 637 480 627 440 20 80 00ec9ecd-4e1d-45ba-a8fc-dff716dbd9e4 F2 F2 cos(x+y)+sin(y) A function of two variables; {x,y} 5ae73d9a-899e-42b5-9c88-47aca7fd8a5d true 609 362 579 298 63 128 Function F Expression to solve c02f0802-307e-4b9d-bc18-6304d1fa7b83 false 0 (cos(x) + sin(x-y)) / 2 589 320.6667 581 300 13 41 x x Variable #1 3ed6ff44-ac50-4951-a10a-c24d39722bf9 true 1 8e46772b-f351-4954-8e75-a81d30c0f8b8 589 362 581 341 13 41 y y Variable #2 e26d3e9f-873c-4a54-905e-952a6b39ace4 true 1 110dbb26-9563-4a7b-bcd5-31091ec0652c 589 403.3333 581 382 13 41 Result Z Expression result 94bca01b-a89e-4314-9aec-8098df66d02a false 0 632 362 624 300 16 124 717a1e25-a075-4530-bc80-d43ecc2500d9 Square Square SqGrid 2D grid with square cells b0e6a419-6783-4036-977e-c8e3589d9f51 true 436 361 400 319 70 84 Plane P Base plane for grid 6fb349c1-1e82-4e2e-9cf3-5867db49bd70 false 1 899a4300-e4c3-4988-8350-253372c36af3 1 413 331 402 321 19 20 -0.5 -0.5 0 1 0 0 0 1 0 Size S Size of grid cells 247e34a0-103e-4289-84c7-0f670c91ee3a false 2 1 ae5097f0-bd2b-4085-8cd4-ab40abaae28a 1 413 351 402 341 19 20 0.1 Extent X Ex Number of grid cells in base plane x direction 7223dc7b-860d-4f29-a18f-f94aa3517fdd false 1 ac659106-444c-47b8-be27-0fa909ac5a6a 1 413 371 402 361 19 20 10 Extent Y Ey Number of grid cells in base plane y direction b4b025f1-9dad-4c2e-b4d1-641af9aa8555 false 1 ac659106-444c-47b8-be27-0fa909ac5a6a 1 413 391 402 381 19 20 10 Cells C Grid cell outlines 2a9f5146-c46e-485a-9d26-8d10953a0ee7 false 0 459.5 341 451 321 17 40 Points P Points at grid corners 6df68f14-5fa2-467b-9abd-a3ec295b9967 true false 0 459.5 381 451 361 17 40 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Area Area Solve area properties for breps, meshes and planar closed curves. e0132144-7d4d-4752-938c-e3297a72814c true 516 339 485 316 65 46 Geometry G Brep, mesh or planar closed curve for area computation 39ddcc6e-f59a-4613-8307-30dabfe64c87 false 1 2a9f5146-c46e-485a-9d26-8d10953a0ee7 495.5 339 487 318 14 42 Area A Area of geometry 27b5b441-029f-4346-ab7b-d9f7cbb47d40 false 0 539.5 328.5 531 318 17 21 Centroid C Area centroid of geometry bc950261-9372-4310-8626-1844128396a0 false 0 539.5 349.5 531 339 17 21 4b04a1e1-cddf-405d-a7db-335aaa940541 Surface From Points Surface From Points SrfGrid Create a nurbs surface from a grid of points. 6931836b-3527-4f72-8a2a-932d0b989e04 true 714 495 667 463 80 64 Points P Grid of points ee5ef5a1-bc81-4a38-8ad9-adf75c0a672f 1 1 false 1 6a3a15cf-e4eb-4f14-bf00-f54002a93c9f 693.5 475 669 465 30 20 U Count U Number of points in {u} direction 2447a267-e8f9-4ef8-bc1c-8ef312361e4a false 2 1 ac659106-444c-47b8-be27-0fa909ac5a6a 1 693.5 495 669 485 30 20 10 Interpolate I Interpolate samples bcf10162-cb95-457e-82e7-d036089038b4 false 0 1 false 693.5 515 669 505 30 20 true Surface S Resulting surface 5000b233-af78-4683-a59d-c8576c15725b false 0 737 495 729 465 16 60 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider NUMB Numeric slider for single values ac659106-444c-47b8-be27-0fa909ac5a6a false 0 38.0231 376.1414 38 376 170 20 20 2 20 0 0 1 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider SIZE Numeric slider for single values ae5097f0-bd2b-4085-8cd4-ab40abaae28a false 0 41.18312 450.8214 41 450 170 20 0.5 0 0.5 6 0 1 75eec078-a905-47a1-b0d2-0934182b1e3d Plane Origin Plane Origin Pl Origin Change the origin point of a plane 6cf2183d-03f9-43f9-acfd-15e9ba83dcff true 435 444 403 407 68 73 Base B Base plane 46dc07a7-4611-44c1-ae6a-b4020c7f3fd1 false 0 1 414 426.25 405 409 15 34 0 0 0 1 0 0 0 1 0 Origin O New origin point of plane 5e166296-308b-4b90-a440-63cf02d477c4 false 1 18b6b875-c141-4a22-a798-85304843a6f8 414 460.75 405 443 15 35 Plane Pl Plane definition 899a4300-e4c3-4988-8350-253372c36af3 false 0 459.5 443.5 450 409 19 69 8a5aae11-8775-4ee5-b4fc-db3a1bd89c2f Point XYZ Point XYZ Pt Create a point from {xyz} coordinates. 2265d953-b155-4451-a202-26cf1a07f3ca true 351 461 305 419 83 84 -X X component X {x} component 619d02e1-5be7-4d9d-a447-81bb13d5b26b false 1 4157290f-d4ad-47e4-9054-18bdefe5f700 1 331 431 307 421 29 20 0 -Y Y component Y {y} component 6d7a6ac2-c1a1-43e6-b0f3-15f749e5f545 false 1 4157290f-d4ad-47e4-9054-18bdefe5f700 1 331 451 307 441 29 20 0 Z component Z {z} component 540760d9-b977-449f-9f84-2fb94be10bd8 false 0 1 331 471 307 461 29 20 0 System S Coordinate system for point 2634e69a-742f-4eaa-ba7b-e24a486d392e true false 0 1 331 491 307 481 29 20 0 0 0 1 0 0 0 1 0 Point Pt Point coordinate 18b6b875-c141-4a22-a798-85304843a6f8 false 0 376 461 366 421 20 80 1583bd7e-4ab7-4439-b922-d6f8cd63c399 Occlusion Occlusion Occ Solve occlusion for a collection of view rays and obstructions. 463f6d49-fc48-46e0-a82c-cdf1be59c5f3 true 1583 729 1551 697 67 64 Samples S Sample points for occlusion testing 25d0f12b-01ff-425f-a6b1-945cf62391cb 1 false 1 2f81167a-be1f-430b-9bf1-abe60832610a 1562 709 1553 699 15 20 Obstructions O Obstructing geometry d1b19e26-00c1-4805-98ce-c5ca9744a8f4 1 false 1 292f9e3f-1a64-47d6-a6c7-eb2236e5bbde 1562 729 1553 719 15 20 Rays R View rays 930b89ef-4000-41bb-bad7-48146b9b477c 1 false 2 1 a990f127-2af8-4987-9a16-27621e1418e2 1562 749 1553 739 15 20 Hits H Number of occluded rays per sample. f35e9105-0270-4065-842d-734703412f6e false 0 1607 714 1598 699 18 30 Occlusion O Occlusion topology for every individual sample. f3f8747e-72ac-471f-a2eb-29296817fa3e false 0 false 1607 744 1598 729 18 30 60e7defa-8b21-4ee1-99aa-a9223d6134ff Mesh Brep Mesh Brep Mesh Create a mesh that approximates Brep geometry 36510add-2e39-4972-a847-e67327cd2867 true 1491 729 1460 704 67 50 Brep B Brep geometry da63dce7-1307-4253-9caf-8f0b9104b872 false 1 f619a175-2d52-4a36-a766-98f6fb181cec 1470.5 717.5 1462 706 14 23 Settings S Settings to be used by meshing algorithm ae781b38-96d0-477f-9b13-aa989166d97e false 0 1 1470.5 740.5 1462 729 14 23 true false true 16 0 0 0 0 0.65 0.0001 0 Mesh M Mesh approximation 292f9e3f-1a64-47d6-a6c7-eb2236e5bbde false 0 1515.5 729 1506 706 19 46 d8332545-21b2-4716-96e3-8559a9876e17 Dispatch Dispatch Dispatch Dispatch the items in a list into two target lists. 5ae8b283-48c1-4189-b703-83640e14311b true 1680 647 1650 610 64 74 List L List to filter 0b5bc7fc-01ef-4095-b635-25e0a3133b25 1 false 1 1f83ac53-0341-4ae9-8683-475011d19bc0 1660 629.5 1652 612 13 35 Dispatch pattern P Dispatch pattern b9e63665-7b9d-4d53-bbab-08c6fac051b7 1 false 1 f35e9105-0270-4065-842d-734703412f6e 2 false 1660 664.5 1652 647 13 35 true false List A A Dispatch target for True values bea21514-a16b-4d8c-af10-9ef6770be16f false 0 1703.5 629.5 1695 612 17 35 List B B Dispatch target for False values 1da2e1ad-1a7b-48e3-9161-c640c90bbc11 false 0 1703.5 664.5 1695 647 17 35 2e205f24-9279-47b2-b414-d06dcd0b21a7 Area Area Area Solve area properties for breps, meshes and planar closed curves. 811c60d8-541d-4a4c-99b1-2175039ea3d2 true 1492 677 1461 654 65 46 Geometry G Brep, mesh or planar closed curve for area computation 5b963b65-d652-4adc-a55e-7f16dc0eef61 false 1 1f83ac53-0341-4ae9-8683-475011d19bc0 1471.5 677 1463 656 14 42 Area A Area of geometry 236df7f1-013e-4237-8288-281e8d4a76c7 false 0 1515.5 666.5 1507 656 17 21 Centroid C Area centroid of geometry 2f81167a-be1f-430b-9bf1-abe60832610a false 0 1515.5 687.5 1507 677 17 21 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 44.3614 34.52032 185.7241 34.58841 185.7101 63.58295 44.34743 63.51485 SOLAR VECTOR (by Daniel Da Rocha) 14 Microsoft Sans Serif true false Scribble Scribble A quick note 6bf08d15-46b9-4f72-901c-fc49449cd547 44.3614 34.52032 39.34743 29.52032 151.3767 39.06263 00ec9ecd-4e1d-45ba-a8fc-dff716dbd9e4 F2 F2 (x/2)*y A function of two variables; {x,y} 301dc13a-34ff-4494-8216-1cbf5b05f952 true 256 439 226 405 61 68 Function F Expression to solve 42dac1e5-a1f5-4367-a837-7be375c8c513 false 0 (x/2)*y 236 417.6667 228 407 13 21 x x Variable #1 c2adc81b-9965-4397-8a9f-127d5cf112ba true 1 ac659106-444c-47b8-be27-0fa909ac5a6a 236 439 228 428 13 21 y y Variable #2 e8cb64b0-0c7c-4aac-88ac-0c447464f42e true 1 ae5097f0-bd2b-4085-8cd4-ab40abaae28a 236 460.3333 228 449 13 21 Result r Expression result 4157290f-d4ad-47e4-9054-18bdefe5f700 false 0 278 439 271 407 14 64 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 49.22186 310.4352 160.8408 310.4352 160.8408 320.8698 49.22186 320.8698 TEST SURFACE 14 Microsoft Sans Serif true false Scribble Scribble A quick note 680d4c57-3f2f-41fd-98ab-85a16f2854b0 49.22186 310.4352 44.22186 305.4352 121.6189 20.43463 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 1477.879 631.5485 1564.069 631.4277 1564.083 641.8623 1477.894 641.9832 OCCLUSION 14 Microsoft Sans Serif true false Scribble Scribble A quick note 6818c92c-57ae-44d0-b900-077fed725f3f 1477.879 631.5485 1472.879 626.4277 96.20422 20.55548 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 54.82188 586.4352 278.3083 586.4352 278.3083 597.4864 54.82188 597.4864 SUBDIVIDE TO PLANAR QUADS 14 Microsoft Sans Serif true false Scribble Scribble A quick note fc853d5e-adf8-47d8-b496-830b7b7df0da 54.82188 586.4352 49.82188 581.4352 233.4865 21.05115 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 1049.992 461.9985 1278.905 461.6776 1278.919 472.1122 1050.006 472.4332 FACE AREAS SEEN BY THE SUN 14 Microsoft Sans Serif true false Scribble Scribble A quick note cd758a49-090d-4c7a-95f0-bbed81539ac9 1049.992 461.9985 1044.992 456.6776 238.9268 20.75562 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 1747.757 318.3989 2130.696 322.782 2130.393 349.0605 1747.455 344.6775 VISUALIZING NON-OCCLUDED FACES WITH COLORS, RELATED WITH THE AREA SEEN BY THE SUN 14 Microsoft Sans Serif true false Scribble Scribble A quick note 574754d5-0b05-4ebd-8a94-098bc422a755 1747.757 318.3989 1742.455 313.3989 393.2415 40.66162 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble 1404.932 476.868 1530.048 477.386 1530.017 484.8397 1404.9 484.321 POSSIBLE BOTTLENECK 10 Microsoft Sans Serif true false Scribble Scribble A quick note b1cc7d42-7061-40fc-913c-ece8c5f6397d 1404.932 476.868 1399.9 471.868 135.1483 17.97168 deaf8653-5528-4286-807c-3de8b8dad781 Surface Surface Srf Represents a collection of 3D Surfaces f68f7161-65b2-4631-8ce1-41ad63d931fb false 1 bea21514-a16b-4d8c-af10-9ef6770be16f 1763 629 1738 619 50 20