ПочетнаКатегоријеHaos i dinamika

🌀 Haos i dinamika

Haotični sistemi: čudni atraktori, osetljiva zavisnost od početnih uslova, fraktalna struktura.

23 симулације60 fps u realnom vremenu0 koraci instalacije
Double PendulumUp to 120 pendulums simultaneously — chaos from microscopic differences in initial… Lorenz AttractorПопуларноUp to 80 trajectories forming "butterfly wings" in 3D. Adjust σ, ρ, β parameters. RK4… Rössler Attractor3D chaotic spiral attractor with adjustable parameters a, b, c. Multiple simultaneous… Bifurcation DiagramBifurcation diagram of the logistic map r·x·(1−x). Reveals period-doubling cascade and onset… Van der Pol OscillatorVan der Pol nonlinear oscillator with phase portrait and time series. Adjust damping μ to… Thomas Attractor3D symmetric dissipative strange attractor with cubic symmetry. Single parameter b controls… Anosov Map — Arnold Cat Map & Hyperbolic ChaosVisualize the Arnold cat map (Anosov diffeomorphism) on the torus. Watch any image mix into… Chaotic Waves — Nonlinear Oscillator ChainsSimulate chaotic waves in coupled nonlinear oscillators. Explore the… Double Pendulum — Chaos and Sensitivity to Initial ConditionsInteractive double pendulum simulation showing chaotic motion. Launch multiple pendulums… Nonlinear Oscillations — Duffing OscillatorExplore the Duffing oscillator: chaotic motion, phase portraits, Poincaré sections, and… Population Chaos — Logistic Map & Bifurcation DiagramExplore population chaos through the logistic map x_{n+1}=rx(1-x). Visualize the bifurcation… Lorenz WaterwheelNewTurn a chaotic waterwheel whose equations match the Lorenz system, and watch sigma, Rayleigh… Sand Pile CriticalityNewDrop grains one at a time until the pile self-organises to its critical slope, where… Strange AttractorsExplore Lorenz, Rössler, Thomas and Halvorsen chaotic attractors in 3D. Drag to rotate, tune… Duffing OscillatorDriven damped non-linear oscillator ẍ + δẋ + αx + βx³ = γcos(ωt). Explore chaotic phase… Double Pendulum EnsembleLaunch 30 double pendulums with nearly identical initial conditions and watch chaos separate… Lorenz Attractor — 3D Butterfly EffectNew3D Lorenz attractor with interactive parameter sliders (sigma, rho, beta). Launch two nearby… Elastic PendulumNewA mass on a spring that also swings — a 2-DOF coupled oscillator. When the spring frequency… Triple PendulumNewThree pendulums connected in series reveal extreme chaos: launch 5 variants with a 0.0001… Magnetic PendulumNewA pendulum swinging over magnets settles onto one of them — but tiny changes in the start… Logistic MapNewThe famous bifurcation diagram of x→rx(1−x): stable point → period-2 → period-4 → chaos.… Chua's CircuitNewThe simplest electronic circuit proven chaotic. Watch the double-scroll strange attractor… Lorenz Attractor — 3D ChaosA 3D Lorenz butterfly attractor in Three.js. Adjust sigma, rho and beta, orbit the camera,…
O kategoriji

Haos i dinamika

Haotični sistemi: čudni atraktori, osetljiva zavisnost od početnih uslova, fraktalna struktura.

Three.js · WebGL 60 FPS CC BY 4.0
Brze činjenice
23interaktivnih simulacija u ovoj kategoriji
radi na 60 FPS u svakom modernom pregledaču
🌐engleski, ukrajinski, poljski, španski, nemački, japanski, italijanski, portugalski (Brazil), francuski, arapski, holandski, kineski, korejski, hindi, turski, vijetnamski, ruski, indonežanski, persijski, bengalski, tajlandski, filipinski, svahili, urdu, malajski, tamilski, hebrejski, grčki, pandžabi, amharski, burmanski, kmerski, gruzijski, nepalski, mongolski, jermenski, sinhala, laoski, češki, rumunski, mađarski, bugarski, švedski, danski, finski, norveški, slovački, hrvatski, srpski, slovenački, litvanski, letonski i estonski
🎓CC BY 4.0 — besplatno za učionice i ugradnju u LMS

Često postavljana pitanja

Da li treba da instaliram bilo šta da bih pokrenuo/la simulacije Haos i dinamika?

Ne. Sve se pokreće direktno u vašem pregledaču — nema preuzimanja, dodataka niti naloga. Radi u Chrome-u, Firefox-u, Edge-u i Safari-ju; većina simulacija radi i na mobilnim uređajima.

Da li mogu da koristim ove simulacije u nastavi?

Da — sav sadržaj je besplatan za korišćenje u obrazovne svrhe pod CC BY 4.0 licencom. Povežite se direktno na bilo koju simulaciju ili je ugradite u svoj LMS pomoću iframe-a; API ključ nije potreban.

Da li su modeli naučno tačni?

Koriste iste matematičke formulacije kao profesionalni softver, numerički integrisane u realnom vremenu. Svaka simulacija navodi svoje algoritme, a mnoge se povezuju sa člankom koji objašnjava matematiku.

Povezane kategorije

Šta ste pronašli?

Dodaj korake za reprodukciju (opciono)