Category:Differential equations

Subcategories

This category has the following 24 subcategories, out of 24 total.

Media in category "Differential equations"

The following 200 files are in this category, out of 281 total.

• 
  2D mesh.jpg 558 × 210; 40 KB
  
• 
  6.1n=6-1.PNG 606 × 410; 21 KB
  
• 
  Membrane ajl.svg 310 × 294; 20 KB
  
• 
  Ponto de sela, existem duas direções em que o estado evolui em linha reta,num dos casos afastando-se da origem e no outro caso aproximandos-se..png 413 × 331; 13 KB
  
• 
  Agnesi - Instituzioni analitiche ad uso della gioventù italiana, 1748 - 52440.jpg 740 × 911; 151 KB
  
• 
  Airflow-Obstructed-Duct.png 1,270 × 907; 85 KB
  
• 
  Alle TI-89.png 486 × 533; 123 KB
  
• 
  Allen Cahn 2D IE.jpg 560 × 419; 27 KB
  
• 
  Alpha(N) premier ordre.png 771 × 771; 12 KB
  
• 
  Another way to view the circle map.png 775 × 472; 40 KB
  
• 
  Bass adopters.svg 340 × 279; 26 KB
  
• 
  Bass diffusion model.svg 340 × 279; 31 KB
  
• 
  Bass new adopters.svg 339 × 279; 35 KB
  
• 
  Bifurcation diagram of saddle node bifurcation.png 1,625 × 605; 59 KB
  
• 
  Boundary value problem-en.svg 645 × 335; 7 KB
  
• 
  Boundary value problem-es.svg 429 × 425; 6 KB
  
• 
  Boundary value problem-id.svg 645 × 335; 9 KB
  
• 
  Bounday value problem for a rod.PNG 529 × 205; 6 KB
  
• 
  Bounday value problem.PNG 373 × 158; 6 KB
  
• 
  BourguerCourbepoursuite1732.jpg 1,865 × 2,616; 559 KB
  
• 
  Boîte-à-flot.jpg 200 × 203; 9 KB
  
• 
  Brebbia Sintra 2002.jpg 816 × 1,165; 434 KB
  
• 
  Burgersfig.png 1,307 × 899; 18 KB
  
• 
  Caracteristiques Euler.png 771 × 771; 6 KB
  
• 
  Case PEEC LTU.png 1,201 × 900; 33 KB
  
• 
  Catenoid mesh.svg 102 × 105; 1.54 MB
  
• 
  Cathenoid.jpg 451 × 380; 76 KB
  
• 
  Cauchy-Lipschitz-(1).jpg 300 × 115; 11 KB
  
• 
  Cauchy-Lipschitz-(2).jpg 300 × 115; 11 KB
  
• 
  Cauchy-Lipschitz-(3).jpg 300 × 148; 11 KB
  
• 
  Cauchy-Lipschitz-(4).jpg 200 × 184; 12 KB
  
• 
  Ccf.png 1,477 × 865; 24 KB
  
• 
  Champ tangentes.jpg 511 × 359; 64 KB
  
• 
  Chua-chaotic-hidden-attractor.jpg 548 × 593; 99 KB
  
• 
  Clairaut example.jpg 400 × 400; 33 KB
  
• 
  Coexistence cones.png 2,706 × 1,104; 430 KB
  
• 
  Comparison of the Runge-Kutta methods for the differential equation (red is the exact solution).svg 686 × 418; 53 KB
  
• 
  Compartemental flow in the SIRVD model.png 2,201 × 1,065; 87 KB
  
• 
  Competing species.png 1,920 × 1,080; 579 KB
  
• 
  Connection-on-sphere.png 270 × 262; 17 KB
  
• 
  Contre-exemple-pour-Cauchy-.jpg 200 × 69; 4 KB
  
• 
  Cube PEEC LTU.png 1,201 × 900; 41 KB
  
• 
  Cykle.png 300 × 300; 8 KB
  
• 
  Dalli-2.jpg 1,022 × 523; 75 KB
  
• 
  Dalli-3.jpg 893 × 489; 22 KB
  
• 
  Dalli1.jpg 960 × 720; 26 KB
  
• 
  Dalli2.jpg 1,033 × 537; 28 KB
  
• 
  Dancepol net.jpg 640 × 400; 75 KB
  
• 
  Dancepol.jpg 596 × 447; 19 KB
  
• 
  De template.svg 117 × 121; 1.72 MB
  
• 
  Delay-diff-eq-One-species-evolution.png 994 × 754; 8 KB
  
• 
  Derivada total.png 1,780 × 1,110; 81 KB
  
• 
  Derivation of the Differential Equation (Beam on Elastic Foundation).png 982 × 861; 59 KB
  
• 
  DGL y-eq-dy.svg 400 × 520; 5 KB
  
• 
  Diagrama 2sln.jpg 508 × 213; 20 KB
  
• 
  Diffeq.png 640 × 480; 10 KB
  
• 
  Diffeq.svg 512 × 512; 34 KB
  
• Differential Equations. Get Solid Knowledge..webm 47 min 38 s, 3,840 × 2,160; 257.94 MB
  
• 
  Differentialgleichung als Analogrechenschaltung.png 528 × 184; 6 KB
  
• 
  Discretization of the time and space axis.jpg 433 × 362; 17 KB
  
• 
  Double Peek.jpg 586 × 257; 17 KB
  
• 
  DoubleScrollAttractor3D.svg 768 × 576; 642 KB
  
• 
  Duffing-equation-perturbative-approaches.svg 540 × 360; 65 KB
  
• 
  E-pow-x-in-minus-1-1-2-4.svg 593 × 413; 33 KB
  
• 
  E-pow-x-in-minus-1-3-view-x-minus-2-3.svg 593 × 278; 13 KB
  
• 
  E-pow-x-in-minus-2-2-view-x-minus-2-3.svg 593 × 244; 12 KB
  
• 
  E-pow-x-in-minus-2-3-view-x-minus-2-3.svg 593 × 278; 13 KB
  
• 
  EAI680 differential equation display.JPG 4,896 × 3,264; 6.27 MB
  
• 
  Ecuacion cilindrica desarrollada parte 1.jpg 774 × 1,032; 66 KB
  
• 
  Ecuacion cilindrica desarrollada parte 2 con grafica.jpg 774 × 1,032; 76 KB
  
• 
  Ecuacion esferica desarrollada parte 1.jpg 774 × 1,032; 90 KB
  
• 
  Ecuacion esferica desarrollada parte 2 con grafica.jpg 774 × 1,032; 68 KB
  
• 
  Efecto Renta y Sustitucion.png 941 × 599; 25 KB
  
• 
  Equa diff vitesse angulaire de la terre.jpg 2,854 × 4,039; 299 KB
  
• 
  Equation différentielle linéaire.jpg 480 × 384; 42 KB
  
• 
  Equazione differenziale.png 1,644 × 894; 860 KB
  
• 
  Equazione logistica.png 602 × 397; 20 KB
  
• 
  Equação Diferencial Estocástica.jpg 2,036 × 1,110; 181 KB
  
• 
  Equilíbrio.JPG 617 × 412; 18 KB
  
• 
  Euler-Cauchy equation solution curves complex roots.png 640 × 480; 7 KB
  
• 
  Euler-Cauchy equation solution curves complex roots.svg 575 × 431; 38 KB
  
• 
  Euler-Cauchy equation solution curves double root.png 640 × 480; 6 KB
  
• 
  Euler-Cauchy equation solution curves double root.svg 575 × 431; 32 KB
  
• 
  Euler-Cauchy equation solution curves real roots.png 640 × 480; 7 KB
  
• 
  Euler-Cauchy equation solution curves real roots.svg 575 × 431; 31 KB
  
• 
  Euler–Maruyama Example.png 379 × 262; 19 KB
  
• 
  Evektor 200.jpg 200 × 143; 17 KB
  
• 
  Famılia de circulos com centro na origem e trajetorias ortogonais..png 264 × 241; 11 KB
  
• 
  Fast marching multi stencil 2nd order.png 473 × 410; 85 KB
  
• 
  Federpendel als Analogrechenschaltung.png 496 × 258; 13 KB
  
• 
  First order linear differential equation.png 711 × 533; 128 KB
  
• 
  First Order proportional differential equation.png 715 × 538; 122 KB
  
• 
  Flot-borné.jpg 250 × 252; 13 KB
  
• 
  Flot-discontinu.jpg 250 × 163; 12 KB
  
• 
  Force de rappel ressort.png 314 × 206; 2 KB
  
• 
  Grid inside.jpg 398 × 325; 18 KB
  
• 
  Helmholtz solution.png 975 × 1,957; 23 KB
  
• 
  Helmholtz source.png 500 × 989; 7 KB
  
• 
  Heteroclinic orbit in pendulum phaseportrait.png 1,017 × 529; 15 KB
  
• 
  Hypar.jpg 787 × 501; 29 KB
  
• 
  IMG-20181012-WA0003.jpg 774 × 1,032; 66 KB
  
• 
  Integrability.gif 1,512 × 2,010; 18 KB
  
• 
  Intermittent behavior in Duffing oscillator.png 682 × 550; 48 KB
  
• 
  Isocline 1.png 728 × 701; 64 KB
  
• 
  Isocline 2.png 332 × 322; 17 KB
  
• 
  Isocline 3.png 683 × 669; 54 KB
  
• 
  Isogonal trajectories.jpg 470 × 446; 34 KB
  
• 
  Isoklinen.png 700 × 300; 13 KB
  
• 
  Kim Ung-yong Solving Integral Calculus Problem.jpg 782 × 546; 33 KB
  
• 
  KirchhoffPlate.jpg 1,008 × 630; 106 KB
  
• 
  Lancio oggetto.png 611 × 391; 20 KB
  
• 
  Lane-emden.JPG 789 × 589; 40 KB
  
• 
  Leonard Ornstein mural, Oosterkade, Utrecht, 2021 - 1 (cropped) - Ornstein's 1930 random walk formula.jpg 338 × 138; 29 KB
  
• 
  Lineare Differentialgleichung erster Ordnung.png 714 × 537; 134 KB
  
• 
  Linearisation equivalente.png 314 × 206; 3 KB
  
• 
  LMI FP.jpg 1,092 × 525; 57 KB
  
• 
  Lois damortissement.png 314 × 206; 3 KB
  
• 
  Lotka-Volterra orbits 02.svg 517 × 389; 963 KB
  
• 
  LTI.png 1,728 × 1,296; 98 KB
  
• 
  Lösung der Differentiagleichung.gif 800 × 600; 873 KB
  
• 
  Lösung von Poissongleichung.jpg 1,200 × 900; 110 KB
  
• 
  Manfredi - De constructione aequationum differentialium primi gradus, 1707 - 1432933.jpg 645 × 883; 135 KB
  
• 
  Mathematical models for complex systems.jpg 2,100 × 1,150; 441 KB
  
• 
  Mehrkörpersimulationssoftware.JPG 988 × 514; 89 KB
  
• 
  Meyers b4 s0967 b1.png 270 × 127; 4 KB
  
• 
  Michaelis-Menten plot.svg 1,020 × 641; 104 KB
  
• 
  MontagnaePendenza.png 265 × 227; 2 KB
  
• 
  Mouvements libres dissipatif.png 314 × 206; 3 KB
  
• 
  MovingSingularity.png 640 × 480; 6 KB
  
• 
  N S Laminar.svg 616 × 524; 15.42 MB
  
• 
  N.A.Krylov J.Zabczyk M.Röckner Stochastic PDE's and Kolmogorov Equations in Infinite Dimensions ed.sc.G.DaPrato 1998.jpg 783 × 1,124; 157 KB
  
• 
  N=2 differential forms.gif 2,352 × 1,220; 18 KB
  
• 
  Navier Stokes Laminar.svg 900 × 720; 9.37 MB
  
• 
  Non-uniforme convergence.JPG 531 × 335; 23 KB
  
• 
  Nullkline1.png 1,652 × 949; 138 KB
  
• 
  Nullkline2.png 1,540 × 890; 346 KB
  
• 
  Numerische Berechnung einer Differentialgleichung.png 1,057 × 911; 261 KB
  
• 
  ODE solution qtl1.svg 600 × 480; 100 KB
  
• 
  Os pontos de equilíbrio são os pontos de interseção entre as curvas onde cada uma das funções é nula..png 456 × 327; 14 KB
  
• 
  Oscillations libres conservatif.png 314 × 206; 3 KB
  
• 
  Overdamped2.png 1,300 × 802; 20 KB
  
• 
  PainleveTypeII.svg 560 × 600; 176 KB
  
• 
  PainleveTypeIII.svg 320 × 320; 168 KB
  
• 
  Parametres.png 561 × 579; 18 KB
  
• 
  Patch to.jpg 631 × 498; 35 KB
  
• 
  Patch unfold.jpg 404 × 464; 10 KB
  
• 
  Pendenzacurva.png 500 × 500; 3 KB
  
• 
  Pendenzaretta.png 680 × 302; 6 KB
  
• 
  Pendule de D'Alembert deux boules.jpg 600 × 360; 46 KB
  
• 
  Pendule de D'Alembert trois boules.jpg 600 × 360; 48 KB
  
• 
  Perturb1.jpg 488 × 301; 10 KB
  
• 
  Perturb2.jpg 487 × 301; 11 KB
  
• 
  Perturb3.jpg 487 × 301; 11 KB
  
• 
  Perturb4.jpg 487 × 301; 11 KB
  
• 
  Perturb5.jpg 487 × 301; 11 KB
  
• 
  Phase diagram of the Ramsey model.svg 1,313 × 1,875; 2.14 MB
  
• 
  Phase Portrait Sadle.svg 177 × 177; 27 KB
  
• 
  Phase Portrait Stable Focus.svg 177 × 177; 30 KB
  
• 
  Phase Portrait Stable Node.svg 177 × 177; 22 KB
  
• 
  Phase Portrait Stable Proper Node.svg 177 × 177; 22 KB
  
• 
  Phase Portrait Unstable Focus.svg 177 × 177; 31 KB
  
• 
  Phase Portrait Unstable Node.svg 177 × 177; 22 KB
  
• 
  Phase Portrait Unstable Proper Node.svg 177 × 177; 22 KB
  
• 
  Phasenportrait LGS.png 445 × 324; 106 KB
  
• 
  Physics intersection.png 570 × 530; 24 KB
  
• 
  Pi (((1 (2pi)) + 1)).jpg 576 × 601; 61 KB
  
• 
  Plot of solutions to Riccati equation.png 3,000 × 1,790; 823 KB
  
• 
  Plot of the Airy function Ai(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,246; 2.05 MB
  
• 
  Plot of the Airy function Bi(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,253; 2.07 MB
  
• 
  Plot of the Anger function J v(z) with n=2 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,244; 2.13 MB
  
• 
  Plot of the derivative of the Airy function Ai'(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,261; 2.2 MB
  
• 
  Plot of the derivative of the Airy function Bi'(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,254; 2.11 MB
  
• 
  Plot of the derivative of the Scorer function Gi'(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,261; 2.16 MB
  
• 
  Plot of the derivative of the Scorer function Hi'(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,251; 1.64 MB
  
• 
  Plot of the Fox H function H((((a 1,α 1),...,(a n,α n)),((a n+1,α n+1),...,(a p,α p)),(((b 1,β 1),...,(b m,β m)),in ((b m+1,β m+1),...,(b q,β q))),z) with H(((),()),(((-1,½)),()),z).svg 785 × 694; 1.4 MB
  
• 
  Plot of the generalized hypergeometric function pFq(a b z) with a=(2,4,6,8) and b=(2,3,5,7,11) in the complex plane from -2-2i to 2+2i created with Mathematica 13.1 function ComplexPlot3D.svg 785 × 689; 420 KB
  
• 
  Plot of the hypergeometric function 2F1(a,b; c; z) with a=2 and b=3 and c=4 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 785 × 701; 917 KB
  
• 
  Plot of the Kelvin function bei(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,245; 2.16 MB
  
• 
  Plot of the Kelvin function ber(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 784 × 693; 1.18 MB
  
• 
  Plot of the Kelvin function kei(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,258; 2.13 MB
  
• 
  Plot of the Kelvin function ker(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,259; 2.16 MB
  
• 
  Plot of the Kummer confluent hypergeometric function 1F1(a;b;z) with a=1 and b=2 and input z² with 1F1(1,2,z²) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1.svg 785 × 703; 1.14 MB
  
• 
  Plot of the Legendre function of the second kind Q n(x) with n=0.5 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,253; 1.63 MB
  
• 
  Plot of the Legendre polynomial P n(x) with n=0.5 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,240; 1.5 MB
  
• 
  Plot of the Meiger G function G(((a 1,...,a n),(a n+1,...,a p)),((b 1,...,b m),(b m+1,...,b q)),z) input ((½),()),((⅓),()) in the complex plane from -2-2i to 2+2i.svg 1,484 × 1,391; 1.65 MB
  
• 
  Plot of the modified Struve function L n(z) with n=2 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,261; 2.58 MB
  
• 
  Plot of the Scorer function Gi(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,250; 1.92 MB
  
• 
  Plot of the Scorer function Hi(z) in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,254; 1.52 MB
  
• 
  Plot of the Struve function H n(z) with n=2 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,261; 2.55 MB
  
• 
  Plot of the Weber function E v(z) with n=2 in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 1,339 × 1,248; 2.04 MB
  
• 
  Plot of the Whittaker function M k,m(z) with k=2 and m=½ in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 785 × 700; 1.18 MB
  
• 
  Plot of the Whittaker function W k,m(z) with k=2 and m=½ in the complex plane from -2-2i to 2+2i with colors created with Mathematica 13.1 function ComplexPlot3D.svg 785 × 695; 967 KB
  
• 
  Plot-exponential-decay.png 861 × 577; 9 KB
  
• 
  Plot-exponential-decay.svg 800 × 600; 24 KB
  
• 
  Poincaré-Bendixon-(1).jpg 200 × 210; 25 KB
  
• 
  Poincaré-Bendixon-(2).jpg 250 × 176; 18 KB
  
• 
  Poincaré-Bendixon-(3).jpg 250 × 176; 18 KB
  
• 
  Poincaré-Bendixon-(4).jpg 250 × 103; 14 KB
  
• 
  Portada ecuaciones diferenciales.png 2,000 × 2,046; 1.11 MB
  
• 
  Potencial de um impulso unitário.jpg 1,517 × 807; 63 KB