Category:Vector fields
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assignment of a vector to each point in a subset of Euclidean space  | |||||
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English: In mathematics a vector field is a construction in vector calculus which associates a vector to every point in a (locally) Euclidean space.
Potkategorije
Prikazano je 10 potkategorija, od ukupno 10.
Datoteke u kategoriji "Vector fields"
Prikazano je 200 datoteka u ovoj kategoriji, od ukupno 209.
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Affine conn eg2.svg 1.000 × 1.000; 105 KB
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Affine conn eg3.svg 1.000 × 1.000; 26 KB
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Affine conn eg4.svg 1.000 × 1.000; 15 KB
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Affine conn eg5.svg 1.000 × 1.000; 15 KB
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Affine connection example.svg 1.000 × 1.000; 101 KB
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Arcsin z vector field 01 Pengo.svg 720 × 540; 967 KB
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Attracting equilibrium point and vector field.png 495 × 379; 29 KB
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Attracting heteroclinic orbit and vector field.png 503 × 366; 53 KB
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Attracting homoclinic orbit and vector field.png 491 × 367; 38 KB
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Attracting periodic orbit and vector field.png 504 × 362; 41 KB
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B vector.helmholtz.svg 360 × 358; 70 KB
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Beschleunigungsfeld.svg 354 × 354; 20 KB
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Black Square of XXI Century.jpg 1.194 × 1.206; 2,28 MB
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Bowen example (heteroclinic attractor).png 599 × 335; 28 KB
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Camp vectorial xmesy -- y.jpg 330 × 327; 16 KB
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Campo de direcciones.jpg 241 × 285; 30 KB
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Campo de direções 2.png 444 × 433; 24 KB
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Campo de direções.png 422 × 343; 20 KB
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Campo Vetorial com Disco Girando.jpg 645 × 483; 51 KB
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Campo Vetorial com Disco.jpg 578 × 473; 45 KB
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Campo Vetorial.jpg 295 × 259; 26 KB
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Campoelectricodipolo.png 463 × 465; 28 KB
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Champ tangentes.jpg 511 × 359; 64 KB
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Champ vecteurs python matplotlib.svg 540 × 360; 33 KB
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Circulation-additivity.svg 345 × 190; 8 KB
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Curl of nonuniform curl.JPG 181 × 238; 14 KB
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Curl of nonuniform curl.png 576 × 612; 66 KB
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Curl of uniform curl.JPG 183 × 231; 15 KB
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Curl of uniform curl.png 576 × 612; 66 KB
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Curl theorem in EM.svg 184 × 178; 55 KB
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DCG chart.svg 482 × 323; 29 KB
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DGL y-eq-dy.svg 400 × 520; 5 KB
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Diagram Divergentie CartC.png 900 × 900; 32 KB
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Diff-field-lines.svg 788 × 591; 25 KB
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Dipole-field-different-types-of-presentation.svg 1.800 × 600; 770 KB
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Divergence vektorového pole.jpg 1.920 × 1.080; 374 KB
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Dragonfly bone anisotropy.png 1.883 × 1.030; 1,25 MB
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Du 10.png 335 × 237; 125 KB
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Du 11.png 381 × 279; 177 KB
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Du 12.png 499 × 261; 236 KB
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Du 13.png 568 × 277; 271 KB
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Du 14.png 306 × 242; 120 KB
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Du 15.png 297 × 250; 114 KB
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Du 16.png 291 × 253; 111 KB
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Du 17.png 340 × 238; 139 KB
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Du 18.png 317 × 299; 160 KB
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Du 19.png 250 × 269; 131 KB
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Du 9.png 358 × 240; 143 KB
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Dyn-cal.png 441 × 445; 224 KB
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Dynamic vectors field.png 697 × 693; 101 KB
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EfieldTwoEqualPointCharges.svg 510 × 359; 194 KB
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EfieldTwoOppositePointCharges.svg 619 × 438; 187 KB
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Electric potential 3D vector field.svg 900 × 965; 1,33 MB
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Em monopoles.svg 746 × 453; 23 KB
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Equivalence of total surface.svg 992 × 407; 36 KB
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Esfera divergencia.png 727 × 668; 55 KB
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Example of application of Poincaré–Bendixson theorem.png 415 × 580; 64 KB
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Field line construction.svg 371 × 214; 27 KB
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Flot-discontinu.jpg 250 × 163; 12 KB
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Flow and orbit of vector field (dynamical system).png 590 × 276; 32 KB
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Flux d'un champ vectoriel à travers une surface ouverte.png 185 × 228; 3 KB
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Forming infinitesimal steps in a triangular plane.svg 1.205 × 780; 25 KB
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Frank's model phase portrait.jpg 360 × 364; 23 KB
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Gravitational field.png 1.380 × 1.212; 566 KB
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Gràfic d'un camp vectorial.svg 334 × 335; 238 KB
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Implicit Function Theorem.svg 556 × 556; 1,54 MB
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Indexvectorfield.svg 360 × 339; 102 KB
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Invariance d'un champ vectoriel par antisymétrie axiale.png 520 × 471; 24 KB
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Invariance d'un champ vectoriel par antisymétrie plane.png 660 × 371; 25 KB
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Invariance d'un champ vectoriel par symétrie axiale.png 520 × 371; 21 KB
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Invariance d'un champ vectoriel par symétrie plane.png 520 × 381; 20 KB
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Irrotationalfield.svg 512 × 512; 349 KB
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Isocline 1.png 728 × 701; 64 KB
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Isocline 2.png 332 × 322; 17 KB
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Isocline 3.png 683 × 669; 54 KB
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Killing-vector-s2.png 1.280 × 1.024; 457 KB
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LaSalle principle example.png 1.600 × 3.200; 1,66 MB
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Line integral convolution visualisation (color).png 512 × 512; 386 KB
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Line integral convolution visualisation (opacity).png 512 × 512; 206 KB
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Line integral convolution visualisation.png 512 × 512; 376 KB
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Logistic curve vector field.png 1.041 × 805; 60 KB
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Lotka-Volterra.svg 512 × 512; 432 KB
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Magnetische-Feldstaerke.svg 512 × 512; 155 KB
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Manantial-sumidero.png 467 × 225; 20 KB
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Micromagnetics by Zureks.svg 285 × 361; 122 KB
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Moglfm0101 equipolencia.jpg 381 × 339; 29 KB
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Multi path example 1.svg 2.303 × 744; 54 KB
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Multi surface example 1.svg 2.303 × 744; 51 KB
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N = -1 Witt vector field.png 854 × 480; 19 KB
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N = 0 Witt vector field.png 854 × 480; 52 KB
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N = 1 Witt vector field.png 854 × 480; 68 KB
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Non-integrable 2-subspace distribution.svg 640 × 432; 2 KB
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Nonuniform curl.svg 512 × 512; 173 KB
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Nonuniformcurl.JPG 276 × 299; 12 KB
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Nonuniformcurl.png 2.292 × 2.454; 71 KB
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Normalenvektor.png 1.151 × 793; 163 KB
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Nós dinâmica.png 598 × 298; 18 KB
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Nós graficos.png 589 × 270; 20 KB
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Nós próprios.png 540 × 345; 29 KB
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Opce Vektorsko Polje.png 850 × 850; 110 KB
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Path Dirac delta example 1.svg 461 × 602; 26 KB
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Path volume intersections two panel example.svg 992 × 549; 17 KB
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Path-of-test-charge-in-electric-field.svg 320 × 320; 14 KB
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PenduleEspaceDesPhases.png 995 × 606; 33 KB
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Pendulum phase portrait.svg 479 × 484; 352 KB
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Phase portrait for a DE represented by matrix A.tif 1.494 × 1.528; 91 KB
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Phase portrait for P-1AP in Persian Wikibooks Example.tif 1.494 × 1.528; 89 KB
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Phase portrait for P-1AP.tif 1.494 × 1.528; 81 KB
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Phasenportraet mit vektorfeld.svg 512 × 384; 25 KB
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Poincare Group Generators.jpg 1.600 × 1.200; 660 KB
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Poiseuille profile.png 224 × 97; 765 bajtova
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QEGPhasePortrait.png 820 × 645; 120 KB
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QEGPhasePortraitEH.png 820 × 640; 141 KB
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QEGStreamDensityPlot.png 820 × 865; 269 KB
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QEGStreamPlotEH.png 720 × 743; 316 KB
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Quiver simple demo.jpg 1.280 × 960; 142 KB
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Quiver simple demo.svg 576 × 432; 121 KB
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Radial vector field dense.svg 512 × 512; 109 KB
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Radial vector field sparse.svg 512 × 512; 38 KB
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Redressement-d'un-flot.jpg 200 × 324; 28 KB
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Retrato de fase do pêndulo..png 301 × 269; 20 KB
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River flow showing nonzero curl.png 800 × 400; 26 KB
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Rotational vector field.svg 123 × 123; 29 KB
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Saddle-node phase portrait with central manifold.svg 720 × 720; 35 KB
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Simple jump in slow-fast systems.svg 720 × 720; 662 KB
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Sin z vector field 01 Pengo.svg 720 × 540; 422 KB
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Sin z vector field 02 Pengo.svg 720 × 540; 525 KB
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Slope field autonomous.png 1.920 × 1.080; 199 KB
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Slope field from Eugster.svg 576 × 432; 98 KB
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Slope field Law of cooling.png 1.920 × 1.080; 232 KB
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Slope field.png 1.920 × 1.080; 325 KB
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Slope field3.png 1.920 × 1.080; 337 KB
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Slopefield1 es wikibooks.svg 512 × 512; 39 KB
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Solenoidal vector field 1.svg 551 × 525; 128 KB
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Solenoidal vector field 2.svg 551 × 525; 128 KB
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Special conformal transformation generator.png 1.920 × 1.080; 525 KB
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Spiral Sink VF.png 360 × 335; 23 KB
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Square Py.png 321 × 356; 102 KB
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Stable node.jpg 1.920 × 1.080; 293 KB
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Stokes aether drag.svg 315 × 315; 121 KB
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Surface integral - vector field thru a surface.svg 814 × 368; 117 KB
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Surface normal.png 499 × 241; 15 KB
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Surface normals.svg 575 × 449; 237 KB
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Surface relief preserves the total surface vector 2.svg 886 × 673; 10 KB
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Surface relief preserves the total surface vector.svg 868 × 567; 12 KB
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Surface surface intersections example.svg 354 × 354; 16 KB
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Surface vector.svg 478 × 602; 12 KB
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Surface volume intersections two panel example.svg 1.417 × 673; 17 KB
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SurfaceNormalDrawing.PNG 235 × 192; 3 KB
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Taylor-Green vortex vector plot.png 1.200 × 900; 48 KB
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Tensor.PNG 691 × 235; 9 KB
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Tidal-forces-calculated-right.png 860 × 769; 17 KB
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Tidal-forces-calculated.png 361 × 403; 6 KB
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Torus vectors oblique.jpg 2.038 × 1.730; 245 KB
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Torus vectors radial.jpg 2.038 × 1.730; 290 KB
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Torus vectors radial.png 4.074 × 3.458; 2,31 MB
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Total 2D surface vectors.svg 744 × 443; 23 KB
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Total surface vector of a ribbon is 0.svg 833 × 585; 80 KB
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Triangular prism surface vector sum.svg 620 × 496; 12 KB
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Uniform curl.png 963 × 963; 31 KB
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Uniform curl.svg 512 × 512; 182 KB
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Van der pols equation phase portrait.svg 438 × 533; 151 KB
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Vector Circulation.svg 685 × 728; 28 KB
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Vector field E.png 480 × 522; 74 KB
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Vector field F.png 480 × 522; 72 KB
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Vector field H.png 480 × 522; 69 KB
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Vector field of rasterized pi with gaussian derivatives.svg 1.411 × 1.411; 856 KB
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Vector Field on a Sphere.png 1.200 × 1.200; 439 KB
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Vector field on a surface.PNG 476 × 293; 27 KB
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Vector field on a surface.svg 587 × 370; 17 KB
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Vector field.svg 394 × 394; 3 KB
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Vector fields diagram 32667.jpg 538 × 1.074; 99 KB
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Vector Rotation.svg 575 × 388; 26 KB
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Vector sphere.svg 389 × 349; 57 KB
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Vector sum of three phases.png 425 × 654; 20 KB
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Vector-field-examples.svg 640 × 520; 2,73 MB
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Vectorfield jaredwf.png 400 × 356; 63 KB
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Vectorfield.svg 360 × 353; 278 KB
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VectorField.svg 600 × 600; 96 KB
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Vectorfield2.PNG 767 × 764; 25 KB
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Vectorplot-example.svg 514 × 455; 316 KB
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Vektor1.svg 317 × 313; 234 KB
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Vektor10.svg 317 × 313; 236 KB
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Vektor11.svg 317 × 313; 235 KB
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Vektor12.svg 317 × 313; 235 KB
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Vektor13.svg 317 × 313; 235 KB
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Vektor14.svg 317 × 313; 235 KB
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Vektor15.svg 317 × 313; 236 KB
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Vektor2.svg 317 × 313; 234 KB
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Vektor3.svg 317 × 313; 235 KB
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Vektor3a.svg 317 × 313; 235 KB
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Vektor4.svg 317 × 313; 236 KB
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Vektor5.svg 317 × 313; 234 KB
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Vektor6.svg 317 × 313; 235 KB
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Vektor7.svg 317 × 313; 235 KB
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Vektor8.svg 317 × 313; 235 KB
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Vektor9.svg 317 × 313; 235 KB
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