- #1
Kevin the Crackpot
- 23
- 6
I get the idea of radio astronomers listening at certian wavelengths (around the quieter area associated with the H+ and OH- "water hole" in the EM spectrum) for signals--perhaps mathematical in nature, like successive prime numbers--but one problem occurs to me: How about the amount of time between each 'beep' in the sequence of prime numbers?
If you can imagine a 78 rpm record played at 33 1/3, you get an idea of what I mean.
So, if I hear a beep with my radio telescope, the next beep may come a month later, followed by another beep in a week. We have the pattern of prime numbers, but so much time between them (because we might be like short-lived, hyperactive mayflies to beings who live thousands of years) that we may not be connecting these signals . . . because of our "time chauvanism" and preconceived expectations of how fast or slow these signals must be strung together.
So, is this point taken into consideration when radio astronomers are poking through all the data from their radio telescopes?
If you can imagine a 78 rpm record played at 33 1/3, you get an idea of what I mean.
So, if I hear a beep with my radio telescope, the next beep may come a month later, followed by another beep in a week. We have the pattern of prime numbers, but so much time between them (because we might be like short-lived, hyperactive mayflies to beings who live thousands of years) that we may not be connecting these signals . . . because of our "time chauvanism" and preconceived expectations of how fast or slow these signals must be strung together.
So, is this point taken into consideration when radio astronomers are poking through all the data from their radio telescopes?