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.
Subcategories
This category has the following 10 subcategories, out of 10 total.
Media in category "Vector fields"
The following 200 files are in this category, out of 209 total.
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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 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 bytes
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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 and slope field for the equation x' = v(x).svg 131 × 78; 19 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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