Nephilimfree`s Moon Hypothesis: Scale test - Part 1

Part 2: Scaled up www.youtube.com A physical scale test of Nephilimfree`s moon crater hypothesis. The test showed, as Thunderfoot demonstrated with math, that 6 miles of ground dropping X metres would not have enough energy to throw an underlying pool of water (X metres deep) to the moon. FAQ: What about a hole in the centre of the rock? I don`t think a hole in the centre of the rock would make a difference. If you pushed the ground down at the same speed with a thin and thick hole, the thin hole would squirt higher. However, the thin hole would take more power because the same volume of water has to go faster. You could reduce the volume, use the same power to push and get a higher squirt for the thin tube. But in this experiment, when you reduce the volume squirted out, the ground can`t fall as fast (there is more water below it), so you also reduce the power. Conservation of energy tells us that this will all balance out perfectly so that mgh = mgh. An exception is if the the water at the bottom of the hole loses energy and the water at the top gains it... But this wouldn`t be a huge effect, certainly not enough to get to the moon. Either way, my intuition disagreed with my math so I tested this in my newest video. www.youtube.com What if the water got into space? Water boils in a vacuum www.youtube.com it doesn`t freeze like Nephilim thinks it will. So it would boil away over the few days it would take to get to the moon.
Video Rating: 4 / 5