0 2 1 0 9 14 6ba72db4-0ec1-4107-89b7-9243bdeb4058 100;150;0;0 100;0;150;0 Shaded 2 2012_12_28-objectiles2.ghx 634921604200115124 0 -107 -222 1.953125 0 0 13 cffdbaf3-8d33-4b38-9cad-c264af9fc3f4 Point Charge Point Charge PCharge Create a field due to a point charge 749fca53-2dc1-4462-80d7-0e53059e414f 431 93 399 51 65 84 Point P Location of point charge 94b938ac-86d1-4f16-8f32-89d6ca5eda34 true false 1 6233ba97-7263-4842-b1eb-19a70f509424 410 63 401 53 15 20 1 {0} 1 3 2 -0.2 Charge C Charge of point object bbd8addb-57d9-4f20-b48c-1316468eb738 false 0 410 83 401 73 15 20 1 {0} 1 1 Decay D Decay of charge potential 5b801dd7-cd43-4a0b-b938-8e63f89836fa false 1 4bcbd212-315d-4584-8d60-835357520a7b 410 103 401 93 15 20 1 {0} 1 1 Bounds B Optional bounds for the field f8d37818-137d-4aa8-a926-7cbef11eb59e true 1 3af0317d-c272-4868-b13e-50baaef73c25 410 123 401 113 15 20 Field F Field due to point charge c0499292-2185-4f33-9597-00baa56e8f49 false 0 454 93 446 53 16 80 add6be3e-c57f-4740-96e4-5680abaa9169 Field Line Field Line FLine Compute the field line through a certain point b322cec0-efd2-47cd-9eb2-c11fb4c84618 true 532 174 499 122 67 104 Field F Field to evaluate cbf31f9b-338f-4b5e-981d-06c6c98b4415 false 1 c0499292-2185-4f33-9597-00baa56e8f49 510.5 134 501 124 16 20 Point P Point to start from 36e9f3dc-fa80-440b-b652-5980d7f05261 false 1 fffbfd98-23c3-445b-9f95-2875bb631f76 510.5 154 501 144 16 20 1 {0} 1 5 3 0 Steps N Number of samples 6d42fc36-3a66-4ecb-a860-a437362b4ccf false 0 510.5 174 501 164 16 20 1 {0} 1 2000 Accuracy A Accuracy hint (will only be loosely obeyed) 8a549104-1f8b-405e-8537-19ac38f4027e false 0 510.5 194 501 184 16 20 1 {0} 1 0.1 Method M Solver (1=Euler, 2=RK2, 3=RK3, 4=RK4) ddde8f66-a80e-480f-85df-c768e0dd6fc2 false 0 510.5 214 501 204 16 20 1 {0} 1 3 Curve C Curve approximation of field line through P 0f2260c8-d7cc-4616-ae28-e8744f47eb2f false 0 555.5 174 547 124 17 100 afb96615-c59a-45c9-9cac-e27acb1c7ca0 Explode Explode Explode Explode a curve into smaller segments. 04c92a0d-0bdf-4830-b39a-efd8f73f6993 true 371 286 340 251 65 69 Curve C Curve to explode 834640a7-e19e-4577-8b95-c564baf44c5e false 1 555f6f26-fd19-46ff-a4ca-5e6b179f41e7 350.5 269.25 342 253 14 32 Recursive R Recursive decomposition until all segments are atomic 23ea0971-d7dc-4a8d-be64-17ae77673448 false 0 350.5 301.75 342 285 14 33 1 {0} 1 true Segments S Exploded segments that make up the base curve 41a39b34-3764-445a-af1e-12649bdcb287 1 false 0 394.5 269.25 386 253 17 32 Vertices V Vertices of the exploded segments fffbfd98-23c3-445b-9f95-2875bb631f76 1 false 0 394.5 301.75 386 285 17 33 fc6979e4-7e91-4508-8e05-37c680779751 Evaluate Curve Evaluate Curve Eval Evaluate a curve at the specified parameter. 5d9de956-f1d2-40f6-93a3-1c913d3d599e true 638 227 591 195 81 64 Curve C Curve to evaluate 016bb6d0-3bcd-40fb-9b0a-3fc183c1c868 false 1 0f2260c8-d7cc-4616-ae28-e8744f47eb2f true 617.5 212 593 197 30 30 Parameter t Parameter on curve domain to evaluate 11838318-2911-491a-8c78-a5c4fe74e5d0 false 1 3f81b971-f6c2-49ef-9edc-f8be9d842dee 617.5 242 593 227 30 30 Point P Point on the curve at {t} f203e807-0d73-47dd-9737-4171a3e878e1 false 0 661.5 207 653 197 17 20 Tangent T Tangent vector at {t} 69ebc9fc-9ad7-43f0-af13-0eff4dc4efec false 0 661.5 227 653 217 17 20 Angle A Angle (in Radians) of incoming vs. outgoing curve at {t} 6b2119fb-53b9-4d2f-8b1c-c174a5fb049a false 0 661.5 247 653 237 17 20 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider grid blast Numeric slider for single values 3f81b971-f6c2-49ef-9edc-f8be9d842dee false 0 44.89828 204.0584 44 204 179 20 0.412 0 1 3 0 1 71b5b089-500a-4ea6-81c5-2f960441a0e8 PolyLine PolyLine PLine Create a polyline connecting a number of points. 57dbd24e-954a-45d8-b1ea-cf8b1dfe9314 728 219 697 193 67 52 Vertices V Polyline vertex points 134aab14-aae3-4b16-a5ec-003c12b5f724 1 false 1 f203e807-0d73-47dd-9737-4171a3e878e1 707.5 207 699 195 14 24 Closed C Close polyline 322f08c6-84a0-491f-a5ac-fe4f1a012928 false 0 707.5 231 699 219 14 24 1 {0} 1 true Polyline Pl Resulting polyline 2f71fa34-3364-4e8f-877a-4ccc7c5ab33d false 0 752.5 219 743 195 19 48 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider force decay Numeric slider for single values 4bcbd212-315d-4584-8d60-835357520a7b false 0 46.22797 116.0611 46 116 189 20 8 0.1 8 3 0 1 2a43ef96-8f87-4892-8b94-237a47e8d3cf Box 2Pt Box 2Pt Box Create a box defined by two points. 69cc60a6-0a14-403e-a18e-2e02e7bc7740 true 343 153 312 121 65 64 Point A A First corner c9a522eb-e5a8-4bc6-b6ff-240b4343892f false 0 322.5 133 314 123 14 20 1 {0} 1 0 0 -2 Point B B Second corner f1cff81a-a6dc-428a-8e23-543806b26a47 false 0 322.5 153 314 143 14 20 1 {0} 1 5 10 2 Plane P Base plane fd4d907a-7474-47a6-95e5-627bc0dd2019 false 0 322.5 173 314 163 14 20 1 {0} 1 0 0 0 1 0 0 0 1 0 Box B Resulting box 3af0317d-c272-4868-b13e-50baaef73c25 false 0 366.5 153 358 123 17 60 86a9944b-dea5-4126-9433-9e95ff07927a Triangular Triangular TriGrid 2D grid with triangular cells 6694dfcc-086e-43a4-b197-3d55fe2f97bd true 259 289 223 247 70 84 Plane P Base plane for grid b85fb2ed-fbeb-4d4b-926c-a163608b9b0f false 0 236 259 225 249 19 20 1 {0} 1 0 0 0 1 0 0 0 1 0 Size S Size of triangle edges cf67d94d-71b4-47ae-9ddf-6b65c413d553 false 0 236 279 225 269 19 20 1 {0} 1 0.5 Extent X Ex Number of grid cells in base plane x directions b5f74a00-e505-47e5-b4e9-6cd8f0dfb51d false 0 236 299 225 289 19 20 1 {0} 1 18 Extent Y Ey Number of grid cells in base plane y directions 972f7fbe-4b5e-46d1-810d-b73badfad14a false 0 236 319 225 309 19 20 1 {0} 1 20 Cells C Grid cell outlines 555f6f26-fd19-46ff-a4ca-5e6b179f41e7 2 false 0 282.5 269 274 249 17 40 Points P Points at grid centers 403f8e0b-4519-4dea-a862-fc42760ddbb6 true 2 false 0 282.5 309 274 289 17 40 d51e9b65-aa4e-4fd6-976c-cef35d421d05 Planar Srf Planar Srf Planar Create planar surfaces from a collection of edge curves. 722910e6-aa24-4735-a144-d5f140f0e054 818 224 788 195 63 58 Edges E Edge curves f60f2c6e-839a-4be2-ad75-2c9591b51eec 1 false 1 2f71fa34-3364-4e8f-877a-4ccc7c5ab33d 798 224 790 197 13 54 Surfaces S Resulting planar surfaces 06db054e-2983-4d90-9735-87616f9cce89 1 false 0 841 224 833 197 16 54 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider Number Slider point location Numeric slider for single values 86c7ad2c-3cfd-4584-b97f-f863273be6e1 false 0 36.69455 90.74954 36 90 198 20 0.713 0 1 3 0 1 807b86e3-be8d-4970-92b5-f8cdcb45b06b Circle Circle Cir Create a circle defined by base plane and radius. 29fc2f02-d87d-4168-8279-9195a780af35 true 234 55 203 33 65 44 Plane P Base plane of circle a4a0bb30-7a95-4a0e-8662-460ed40454ca false 0 213.5 45 205 35 14 20 1 {0} 1 3 4 0 0 1 0 0.97439119569462 0 0.224859506698758 Radius R Radius of circle cdcc5288-2bd7-4450-a61d-5f72d0c29e7c false 0 213.5 65 205 55 14 20 1 {0} 1 2.8 Circle C Resulting circle 5235cc5b-c5de-456f-800c-d50dcd3307b1 false 0 257.5 55 249 35 17 40 fc6979e4-7e91-4508-8e05-37c680779751 Evaluate Curve Evaluate Curve Eval Evaluate a curve at the specified parameter. b503ac08-5103-4fd1-afb0-d82a1a21b12b true 342 83 295 51 81 64 Curve C Curve to evaluate 22393678-3f2e-4433-a548-6979425dee7c false 1 5235cc5b-c5de-456f-800c-d50dcd3307b1 true 321.5 68 297 53 30 30 Parameter t Parameter on curve domain to evaluate 510cfd5b-86f1-418c-b00f-26079a2f364a false 1 86c7ad2c-3cfd-4584-b97f-f863273be6e1 321.5 98 297 83 30 30 Point P Point on the curve at {t} 6233ba97-7263-4842-b1eb-19a70f509424 false 0 365.5 63 357 53 17 20 Tangent T Tangent vector at {t} 614a4645-ad73-44bf-8283-d46d123df3d6 false 0 365.5 83 357 73 17 20 Angle A Angle (in Radians) of incoming vs. outgoing curve at {t} a219cdda-785c-48ab-9780-ca6027cca706 false 0 365.5 103 357 93 17 20