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Half-Steps or semitones Review

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The Cipher System uses the chromatic scale and its numbered  semitones (or half-steps) as its tone-numbering referent.

An (equal tempered) chromatic scale spans one octave of pitch and divides the octave into twelve equal-distant parts. One increment (degree or step) of a chromatic scale equals one semitone or one half-step. Likewise, two steps of a chromatic scale equal two half-steps or semitones. The terms chromatic-step, semitone, and half-step are synonymous.

The guitars frets are laid down chromatically. Each successive fret raises or lowers the pitch of any string one chromatic-step or one half-step (or semitone).

All of the following terms then are interchangeable: chromatic-step, chromatic scale-degree, half-step, semitone, and fret.

Note, in today’s world where the chromatic scale is taken for granted, the term half-step is perhaps  less than an ideal term. It isn’t quite fair to think of half-steps as being half of something else. Half-steps (i.e. chromatic scale steps) are no less tones than those called whole — they’re full and complete things in and of themselves in our musical systems (otherwise they wouldn’t be found on the piano keyboard nor guitar fretboard).

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© Copyright 2002   Roger Edward Blumberg

 


All  text, images, system components, devices, key terminology* and logos, on this web site are copyrighted [physically at the U.S. Library of Congress]. Reproduction in any form without written permission from the author and creator is prohibited.

[*including but not limited to: The Cipher System, The Cipher, Music Theory Cipher, The Guitarist’s Music Theory Cipher, Blumberg’s Music Theory Cipher for Guitar, Cipher Formula, The Five Degree Calculation Line, Perfect-fourth Calculation Line, The Seven Degree Calculation Line, Perfect-fifth Calculation Line, Fretboard Navigator, Counting Grids, The Pattern of Unisons and Octaves, Rooting-Center, The Fifth String Pattern Shift, The Third String Pattern Shift, Commonsense String Numbering Order.]

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© Copyright 2002   Roger E. Blumberg

 

 

 

 

 

 

 

 

 

 

 

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