PULSE FREQUENCY DIVIDING CIRCUIT
The n-th and the (n + 1)th stages of a shift register are connected back to its first stage respectively via gates among with either one is conductive at a time, thereby constituting a ring counter of a scale of n at one time and that of a scale of n + 1 at another. A second counter of a scale of m...
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Main Authors | , , |
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Format | Patent |
Language | English |
Published |
18.06.1974
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Subjects | |
Online Access | Get full text |
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Summary: | The n-th and the (n + 1)th stages of a shift register are connected back to its first stage respectively via gates among with either one is conductive at a time, thereby constituting a ring counter of a scale of n at one time and that of a scale of n + 1 at another. A second counter of a scale of m counts the cycling number of the ring counter and determines which of the gates is to be conductive for every ring counting cycle. If the ring counter is set x times per m cycles at a scale of n + 1 and the rest of time at a scale of n, the output frequency from the ring counter becomes 1/[n + x/m )] of an input pulse frequency on an average, while the output frequency from the second counter becomes 1/(n.m + x) of the input frequency. Such frequency dividers are available for tone generators of electronic musical instrument. |
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Bibliography: | Application Number: US19720304451 |