Hi,
In a previous post, i wrote if there was a link between RC and wave phenomena. I will attempt an answer in this post. Hopefully.
I will be using the term cubit (RC or whatever) to mean a length of 20.6 inches divided into 28 digits (d).
QC top niche has the dimensions;
width 1 cubit 28d
depth 2 cubit 56d
height 27.7in = 27.7*28/20.6 = 37.7d = 38d (rounded off since a digit has no subdivisions)
In dry air at 20 °C (68 °F), the speed of sound is 343.2 meters per second
343.2 m/s = (343.2*100/2.54)*(28/20.6) = 18,365.6 d/s
Top niche acoustic parameter is 485Hz (re Jon's experimental finding in link here)
Basic wave equation for sound waves is wavelength = Speed/frequency
Applying the data available, we have wavelength = 18,365.6/485 = 37.9d
This equals the top niche height of 38d with a variance of 0.3%.
As i asked before, was the cubit meant to be only used as a simple linear measure as is generally believed.
Does it incorporate natural principles and constants into its design relating to wave/energy phenomena?
In a previous post, i wrote if there was a link between RC and wave phenomena. I will attempt an answer in this post. Hopefully.
I will be using the term cubit (RC or whatever) to mean a length of 20.6 inches divided into 28 digits (d).
QC top niche has the dimensions;
width 1 cubit 28d
depth 2 cubit 56d
height 27.7in = 27.7*28/20.6 = 37.7d = 38d (rounded off since a digit has no subdivisions)
In dry air at 20 °C (68 °F), the speed of sound is 343.2 meters per second
343.2 m/s = (343.2*100/2.54)*(28/20.6) = 18,365.6 d/s
Top niche acoustic parameter is 485Hz (re Jon's experimental finding in link here)
Basic wave equation for sound waves is wavelength = Speed/frequency
Applying the data available, we have wavelength = 18,365.6/485 = 37.9d
This equals the top niche height of 38d with a variance of 0.3%.
As i asked before, was the cubit meant to be only used as a simple linear measure as is generally believed.
Does it incorporate natural principles and constants into its design relating to wave/energy phenomena?