Rotor Spectral Studio

Perceptual projection

Human-eye view

Only standard-observer response contributes light. The physical spectrum remains intact underneath.

λ ↔ f vacuum exact

observer CIE 1931 2°

display sRGB / D65

Human eyePhysical + hidden

OPTICAL CARRIER: TIME AVERAGED
ray intersections · hard visibility · 1/r² · spectral reflectance
point source · Lambert surfaces · CIE 1931 → sRGB

MAXWELL · 2D YEE GRID
electric + magnetic curl updates · coherent source · conducting slit screen
30 nm / cell · colour = wavelength · brightness = averaged |E|² · sponge edges

Visible responseMatrix layers

Drag to orbit · wheel to zoom

Spectral power distribution

250–2500 nm · log λ axis

Physical power is stored independently of its colour preview.dominant —

Standard observer response

x̄ · ȳ · z̄

Official 1 nm table, 360–830 nm.peak ȳ · 555 nm

Projection layer EYE

Wave components 05 ACTIVE

Field controls LIVE

Playback rate 1.80×

Exposure 1.00

Layer separation 1.35

Rotor radius 1.15

Observer time window 35 ms

Coherent phase addition

Physical scene OPTICS LAB

Light angle −37°

Light height 3.8 m

Orbit the light

Diffraction scene YEE FDTD

Illumination wavelength 555 nm

Open slits 2

Slit width 12 cells

Slit separation 34 cells

Polarization

Progress 0 steps

Truth-layer audit NO DATA LOSS

Visible-band power—

Hidden-band power—

XYZ observer—

sRGB display—

Net source intensity—

Optical cycles within observer window—

Scope: the optics view remains a ray model. The diffraction view evolves 2D Maxwell TMz or TEz fields and shows time-averaged electric intensity. The included Python reference evolves all six Maxwell field components in 3D. Boundaries use a graded sponge, not a perfectly matched layer. Materials are vacuum and ideal conductors; indirect bounces and measured materials are outside this build.