Caption: Computer model of a 3D Lissajous curve changing with time. Lissajous curves are graphs of a system of parametric equations: x=sin(w1*time+delta1); y=B*sin(w2*time); z=sin(w3*time+delta2); which describe complex harmonic motions in space. In this animation, there is a phase shift between the x and y, and y and z direction changes with time.

Release details: Model release not required. Property release not required.

Keywords: 3-d, 3d, beautiful, beauty, changing, circle, circular, curve, curves, educational, equation, equations, eye, figure, flower, geometrical, geometry, gold, golden, graph, graphs, hypnotic, lissajous, mandala, math, mathematical, mathematics, maths, model, modeling, modelling, models, moving, optical, parametric, phase, representation, round, shape, shifting, shifts, solution, solutions, three-dimensional, visual

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3D Lissajous curves

K003/8386 Rights Managed

Downloadable master

Duration: 00:00:19.24

Frame size: 1920x1080

Frame rate: 25

Audio: No

Format: QuickTime, Photo JPEG 100%, progressive scan, square pixels

File size: 494.7M


Capture format: QuickTime Animation

Codec: Photo - JPEG

File size: 494.7M

Please contact Science Photo Library if you require the original, or other formats.


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