Hello all!
Recently I stumbled upon this video, which claims to be the most precise experiment performed with lasers to date, supposedly demonstrating that the Earth is effectively flat. Roughly speaking it consists of 2 experiments (one at Lake Balaton, and the other at Lake Ijssel) and a total of 7 observations conducted in 2018.
If anyone is interested, I post the timestamps below:
26:21 = Lake Balaton, first measurement. 12 km.
30:08 = Lake Balaton, second measurement. 12 km.
39:08 = Lake Ijssel, third measurement. 21.26 km.
43:12 = Lake Ijssel, fourth measurement. 28.68 km.
46:09 = Lake Ijssel, fifth measurement. 18.73 km.
48:09 = Lake Ijssel, sixth measurement. 40 km
51:45 = Lake Ijssel, seventh measurement. 40 km.
The highlight of this set of observations is that they observed a laser located 40 km away from the observer, being the height of laser 2.92 meters above the water, and the observer 1.5 meters above the water. They described the settings and the observations at 48:09 and 51:45 (6th and 7th measurements). Here I post the images of the reported observations:
They claim that refraction wasn't significative, but they method by which they arrived at that conclusion is fuzzy at best. Basically, they measured the temperature and humidity of the air above the lake (without specifying the height of measurement) both at the location of the laser and the observer, and then calculated the refractive index. Since they didn't find a significative difference in refractive index, they then concluded that refraction was negligible. The thing is, this method of comparing refractive indexes at two locations doesn't make sense to me at all. From the minute 31:30 onward you can find the description of this method
In my opinion, another huge problem is that they didn't measure the vertical temperature profile. They claim that the temperature descreased above the lake, and if this was true then the lapse rate would have been negative, but they didn't show these measurements.
I've been playing around with Mick's refraction simulator, and it seems to me that a pretty common temperature inversion lapse rate could easily explain these observations. I'd also expect this temperature inversion to be a common event given the extremely cold weather and the hour at which the measurements were carried out.
Observer height = 5 feet
Laser height = 9.6 feet
Distance = 25 miles
What do you think?
Recently I stumbled upon this video, which claims to be the most precise experiment performed with lasers to date, supposedly demonstrating that the Earth is effectively flat. Roughly speaking it consists of 2 experiments (one at Lake Balaton, and the other at Lake Ijssel) and a total of 7 observations conducted in 2018.
If anyone is interested, I post the timestamps below:
26:21 = Lake Balaton, first measurement. 12 km.
30:08 = Lake Balaton, second measurement. 12 km.
39:08 = Lake Ijssel, third measurement. 21.26 km.
43:12 = Lake Ijssel, fourth measurement. 28.68 km.
46:09 = Lake Ijssel, fifth measurement. 18.73 km.
48:09 = Lake Ijssel, sixth measurement. 40 km
51:45 = Lake Ijssel, seventh measurement. 40 km.
The highlight of this set of observations is that they observed a laser located 40 km away from the observer, being the height of laser 2.92 meters above the water, and the observer 1.5 meters above the water. They described the settings and the observations at 48:09 and 51:45 (6th and 7th measurements). Here I post the images of the reported observations:
They claim that refraction wasn't significative, but they method by which they arrived at that conclusion is fuzzy at best. Basically, they measured the temperature and humidity of the air above the lake (without specifying the height of measurement) both at the location of the laser and the observer, and then calculated the refractive index. Since they didn't find a significative difference in refractive index, they then concluded that refraction was negligible. The thing is, this method of comparing refractive indexes at two locations doesn't make sense to me at all. From the minute 31:30 onward you can find the description of this method
In my opinion, another huge problem is that they didn't measure the vertical temperature profile. They claim that the temperature descreased above the lake, and if this was true then the lapse rate would have been negative, but they didn't show these measurements.
I've been playing around with Mick's refraction simulator, and it seems to me that a pretty common temperature inversion lapse rate could easily explain these observations. I'd also expect this temperature inversion to be a common event given the extremely cold weather and the hour at which the measurements were carried out.
Observer height = 5 feet
Laser height = 9.6 feet
Distance = 25 miles
What do you think?