Horogram: Difference between revisions
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=== Circular Horogram === | === Circular Horogram === | ||
The most familiar form of the horogram is based on Wilson's work. Here, the size of the generating intervals are represented as angles, and successive circles radiating from the center represent more chromatic child scales. | |||
=== Rectangular Horogram === | === Rectangular Horogram === | ||
A rectangular version of a horogram conveys the same information as a circular horogram but in a rectangular format. | |||
== Applications == | == Applications == | ||
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=== Max-Variety-3 Scales === | === Max-Variety-3 Scales === | ||
== External Links == | |||
[http://anaphoria.com/wilson.html The Wilson Archives] (contains various PDF files depicting horograms) | |||
Revision as of 20:31, 12 March 2022
A horogram is a diagram that visualizes the interval pattern for a scale based on a repeated generating interval. This is useful for visualizing the step pattern for moment-of-symmetry scales and other similar scales.
Horograms are primarily the work of Erv Wilson.
Diagrams
Circular Horogram
The most familiar form of the horogram is based on Wilson's work. Here, the size of the generating intervals are represented as angles, and successive circles radiating from the center represent more chromatic child scales.
Rectangular Horogram
A rectangular version of a horogram conveys the same information as a circular horogram but in a rectangular format.
Applications
Moment-of-Symmetry Scales
Max-Variety-3 Scales
External Links
The Wilson Archives (contains various PDF files depicting horograms)