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Flow Fields — Loop Animations

Animation Pack

5 seamlessly looping flow field animations in 4K. Particles drift through smooth vector fields in endless, meditative motion — perfect for ambient displays and creative backgrounds.

Price

$13.00

Type Animation Pack
Collection Flow Fields
File Size 920 MB
License Personal use
Delivery Instant download after purchase
Downloads Lifetime ownership · up to 3 downloads

Secure payment via PayPal · Instant download · Personal license

Instant download Lifetime ownership 4K resolution

About the craft

Every piece in this bundle is rendered from real mathematical equations — no AI, no procedural noise filters, no stock libraries. Generated frame by frame from the underlying systems by a small studio of mathematicians and engineers.

Bundle Contents

5 items
▶ Loop
Origin Loop
Balanced flow loop — amber and teal particles in slow drift
1080×1350 30s loop Animation
▶ Loop
Vortex Loop
Spiraling vortex loop — particles coil in continuous gyres
1080×1350 25s loop Animation
▶ Loop
Aurora Loop
Curtain-like aurora loop — bands shift and flow continuously
1080×1350 40s loop Animation
▶ Loop
Turbulence Loop
Dense turbulent loop — chaotic field in seamless motion
1080×1350 20s loop Animation
▶ Loop
Tide Loop
Tidal wave loop — long arcs sweep across the frame endlessly
1080×1350 45s loop Animation

About Flow Fields

A flow field assigns to every point in the plane a direction — and a particle dropped into the field will trace a curve that always follows the local arrow. Build the field from smoothly varying noise (Perlin, simplex, or layered sinusoids) and the resulting trajectories braid into curtains, vortices, and rivers without ever crossing. The technique sits at the boundary of generative art and computational fluid dynamics. Each image in this collection is the result of thousands of particles released into a fixed mathematical field, each one rendered as a continuous trail. The animations show the same fields evolving slowly in time, so that the entire flow pattern breathes while maintaining its underlying structure.

∂x/∂t = cos(N(x,y)), ∂y/∂t = sin(N(x,y)), N = Σ aₖ sin(fₖ·r + φₖ)

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Flow Fields — Loop Animations $13.00

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$13.00