EML Synthesizer
Each harmonic = 1 complex EML node: Im(eml(i·2πft, 1)) = sin(2πft). Timbre complexity = number of active EML nodes.
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63n · naive sin/cos
Presets
Waveform
Spectrum
H1
H2
H3
H4
H5
H6
H7
H8
Harmonic Amplitudes
H1 440Hz
1.00
H2 880Hz
0.00
H3 1320Hz
0.00
H4 1760Hz
0.00
H5 2200Hz
0.00
H6 2640Hz
0.00
H7 3080Hz
0.00
H8 3520Hz
0.00
EML nodes: 1
Base: 440 Hz (A4)
EML-Fourier identity: Im(eml(i·2πft, 1)) = Im(exp(i·2πft) − ln(1)) = Im(e^(i·2πft)) = sin(2πft). Each partial = one complex EML node. Timbre complexity = EML node count. Instrument data from S2 computational session (F1–F4, S1–S4).