
Originally Posted by
Dogbreath
OA wrote...
You won't tell us how Da Flood managed to create thousands of individual layers when all the particles are the same shape and size
Guys, guys, pay attention please. Don't you remember Dave's foolproof experiment at RD.net? No? Well, here it is...it explains absolutely everything.
http://www.richarddawkins.net/forum/...st=0&sk=t&sd=a
AF Dave wrote...
AN EXPERIMENT IN SEDIMENTATION
Some have objected to the creationist assertion that "2 miles of sediment could not be laid down by 1 mile of water." Oh really? How about you try a little experiment as I did this morning. Take two glasses and put 1" of water in one and 2" of sand in the other. Now pour the water into the sand, cover the mixture with your hand and shake (simulating the violent conditions of floodwaters), then let the sediment settle. You will now have about 2" of sand and about 1/4" of clear water above the sand. I tried this experiment this morning and it works great.
Moral of the story: 1 mile of water can indeed deposit 2 miles of sediment ... and it most likely did just that in the Great Flood of Noah.
One more thing. There was more than 1 mile of water available. The average ocean depth today is 12,200 feet covering 3/4 of the earth's surface. If the available water was spread over the whole earth, this would equate to over 1.7 miles deep. So we don't just have 1 mile of water ... we've got more than a mile and a half of water to work with.
Now, what part of that don't you understand? And it's very scientific!!

Davey, I'd like you to explain something to me about your "discussion" of your "experiment." You say there is enough water on earth to cover the surface to a depth of 1.7 miles. I'd like to know where you came up with that figure ... especially since Ye Olde Globalle Fludde only allegedly covered the earth to a depth of fifteen cubits. Now, my "cubit" is about 17.5" long. I don't know how long yours is, but I doubt it's significantly longer than that.
Now, to simplify the calculations, let's assume the earth is a perfect sphere having a radius of 4,000 miles (6557.38 km). That would make the volume of the planet about 9448635882885939058041.56882 meters^3. Now the volume of water on earth, including the polar ice caps, is about 1,260,000,000,000,000,000,000 liters, or 1,260,000,000,000,000,000 meters^3. Add that to the volume of the planet and pull out the radius of the earth (a perfect sphere) covered with that water. This happens to be 13115337.03456, for a difference of 583 meters.
Now, Dave, I KNOW you are "challenged" by large numbers and find them difficult to understand, but 583 meters is nowhere NEAR 1.7 miles (2786.885 meters).
You may argue that my "simplifying assumption" renders my calculation invalid, and you would be correct to do so. The TRUE picture is MUCH worse when you talk about how much water would be needed to flood the entire planet to 15 cubits above the top of Mt. Everest.
So, Dave, where the hell did you come up with that 1.7 miles of water figure???