: Public <<Compound>> Class
Created: 23/01/2011 01:07:11
Modified: 23/01/2011 01:33:50
Project:
Advanced:
Interharmonics are represented as a rational number 'numerator' / 'denominator', and harmonics are represented using the same mechanism and identified by 'denominator'=1.<br/><br/>
Attribute
Public Integer
  denominator
Details:
Notes: Interharmonic denominator. Value 0 means not applicable. Value 2 is used in combination with 'numerator'=1 to represent interharmonic 1/2. Finally, value 1 indicates the harmonic of the order specified with 'numerator'.<br/><br/>
Public Integer
  numerator
Details:
Notes: Interharmonic numerator. Value 0 means not applicable. Value 1 is used in combination with 'denominator'=2 to represent interharmonic 1/2, and with 'denominator'=1 it represents fundamental frequency. Finally, values greater than 1 indicate the harmonic of that order (e.g., 'numerator'=5 is the fifth harmonic).<br/><br/>