Timbre that obeys the Schrödinger equation.
i·ℏ ∂ψ/∂t = H ψ
Wavefunction is a real quantum synthesizer. Its timbre is a complex wavefunction ψ spread over a bank of partials, evolving unitarily under a Hamiltonian you shape - not a recording of physics, the physics itself, running live.
You don't draw the spectrum. You draw the landscape the wave moves through, and the spectrum is whatever probability the wave settles into. The bright partials are simply where ψ has amplitude.
Nothing is faked. The same engine that makes the sound passes 30+ falsifiable checks live in your browser - the Schrödinger evolution, the Born rule, Lindblad decoherence, Anderson localization, topological edge modes.