The result of having too much fun with an experimental microtonal tuning system consisting of intervals in steps of Equal Hz value. Unlike the logarithmic intervals of equal temperament, Equal Hz tuning has a constant frequency interval. While similar to a harmonic series segment, Equal Hz tuning can feature a floating fundamental frequency, or starting…
What would happen if the individual triangles of the Theodorus Spiral were converted into a Xylophone? While comparing the areas of the first sixteen triangles, interesting harmonic ratios appear. Aside from the expected odd microtonal and macrotonal intervals, Perfect Fifths, Octaves, and Tritones also reveal themselves.
An experiment with rhythmic patterns created from the first 101 prime numbers in sequence. Additional accompaniment is generated from the twin, cousin, and sexy primes in the same set.
Poly Microtonal ambient music created with an aleatory approach to composition. The tuning system for this piece of music comes from three curve functions: Sine, Cosine, and their Arithmetic Mean. sin(x), cos(x), and (sin(x)+cos(x))/2
A fuzzy synth improv created with a unique microtonal tuning. It is unique because its Equal Divisions of the Octave and the Cents per Semitone share the same value! That value is the square root of 1200 (34.64101615…). This means that 34.641-EDO has 34.641 cents per semitone. No other micro tuning contains this symmetry.
Exploration of a 36-note double-octave in sinusoidal tuning.
Experiments with a 22-note unequal temperament scale.
Polychord arpeggio experiment in 72-TET.
Asonic meditation in an irrational tuning inspired by 777. √777-EDlog(777) ”The square root of 777 semitones is equally divided into a log(777) ratio octave.” Resulting in ~65.9212218 cents / semitone (~18.20354611-TET)n
Sonification experiment with the 8-bit binary code
