CALCULATING CORRECT FREQUENCY - 'ANGULAR FREQUENCY' RELATIVE TO 'ANGULAR RECURRENCE'

CALCULATING CORRECT 'ANGULAR RECURRENCE' FREQUENCY

• Compare the baseline 'electron flux' frequency, to the atomic flux frequency
• Measure the phase recurrence patterns between the two frequencies
• Find the first frequency length which repeats a exact equal phase pattern 3 times
• Calculate 1/10^th of the total frequency length for these three 'equal' repetitions
• Add 2/6^th of this calculated 1/10^th, to 1/3^rd of the calculated frequency recurrence
• This will give you the angular frequency, relative to this 3 recurrence pattern.
  
• Identify the first recurrence of frequency to repeat a exact equal phase interval 6 times.
• Calculate 1/5^th of the total frequency, and divide it evenly between third sections of the calculated frequency.
• The result should be closely comparable with the results from the three frequency recurrence. Being a almost identical double.
• Then identify the first recurrence of frequency to repeat a exact equal phase interval 9 times.
• There should not be any identifiable frequency with a length that is comparable to the results of the 3 and 6 recurrences patterns.
• The result of the 9 recurrence pattern should be around 10 times longer than expected. Sitting somewhere near to a pattern of 90 recurrences, relative to the 6 and 3 that proceeded it.
• Calculate 1/3^rd of the result and set this figure aside.
• Calculate 1/12 of the same result and add it to itself.
• Add the 1/3^rd figure from the previous sum to this total.
• Calculate 1/12^th of this total and set this figure aside.
• Subtract 3/12^th from the total. Then add the 1/12^th figure from the previous sum to the result.
• Divide the total by 10.
• The calculated frequency lengths from the 3, 6 and 9 recurrence patterns, should then correlate to be identical to within 2 decimal places of each other.
  
  For example: 13,600.4 – 13,600.6 – 13,600.8
• Next, calculate a sequence of frequency with 3 recurrences of the (singular) frequency length, which was calculated from the 3 recurrence pattern. Followed by 9 repetitions of the (singular) frequency length, which was calculated from the 9 (90) recurrence pattern.
• Place this sequence of frequency over the top of a secondary patterned sequence. Composed of 3 recurrences of the (singular) frequency length, which was calculated from the 3 recurrence pattern. Followed by 6 repetitions of the (singular) frequency length, which was calculated from the 6 recurrence pattern. Followed by 3 recurrences of the (singular) frequency length, which was calculated from the 3 recurrence pattern.
• The two superimposed frequency sequences should be identical in length.
• The sequence created by the two layers will give you the exact phase pattern needed to identify the recurrence of angular frequency within the atomic frequency output.
• Correlate this phase pattern to the original atomic frequency output and it will identify exact reference points relating to its angular frequency, as well as a recurrence point.
• Once this pattern has been identified within the atomic frequency output, divide it by 3. Regardless of perceivable symmetry, this represents one correct ANGULAR RECURRENCE of its true atomic ANGULAR FREQUENCY (αλ).
  
• Correlating atomic frequency in this way will provide highly-precise figures relating to angular frequency and recurrence, in comparison to what was provided through previous methods and instrumentation.