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Flat Earth Theory / Moonbounce propagation time and the distance of the Moon from Earth
« on: February 01, 2022, 02:38:36 PM »
It's possible to bounce a radio wave off the moon and back in what's called a 'moonbounce' and is a popular feat of skill for radio amateurs.
https://en.wikipedia.org/wiki/Earth%E2%80%93Moon%E2%80%93Earth_communication
There are a multitude of videos online of people pulling off a moonbounce.
From above video >> "Looking at the signal at 10:28. I used the 2 second transmit time as a time-length reference. From the beginning of the transmission to the beginning of the echo, I measure 2.5 seconds, which is round trip time. So, 1.25 seconds one way. 1.25 seconds times 186,000 miles per second (radio wave speed) = 232,500 miles. Google shows 238,900 miles, average distance. Not bad using ruler measuring the signal on the computer screen."
The FE Wiki claims the moon is only 3000 miles above the surface of the Earth. If this were true, the propagation time for a radio wave to travel to the Moon and back would be 32.2 milliseconds.
It is a quite elegant and simple experiment for any Flat Earthers who wish to deduce for themselves the true distance of the Moon.
I look forward to the wild theories and postulations to explain why radio waves take 78x longer to travel to the moon and back in the Flat Earth model.
https://en.wikipedia.org/wiki/Earth%E2%80%93Moon%E2%80%93Earth_communication
There are a multitude of videos online of people pulling off a moonbounce.
From above video >> "Looking at the signal at 10:28. I used the 2 second transmit time as a time-length reference. From the beginning of the transmission to the beginning of the echo, I measure 2.5 seconds, which is round trip time. So, 1.25 seconds one way. 1.25 seconds times 186,000 miles per second (radio wave speed) = 232,500 miles. Google shows 238,900 miles, average distance. Not bad using ruler measuring the signal on the computer screen."
The FE Wiki claims the moon is only 3000 miles above the surface of the Earth. If this were true, the propagation time for a radio wave to travel to the Moon and back would be 32.2 milliseconds.
It is a quite elegant and simple experiment for any Flat Earthers who wish to deduce for themselves the true distance of the Moon.
I look forward to the wild theories and postulations to explain why radio waves take 78x longer to travel to the moon and back in the Flat Earth model.