Turbulence, energy dissipation explained
Preprints and early-stage research may not have been peer reviewed yet.
As explained in my previous paper, Turbulence is a crack in fluid, and therefore the premises of the continuity & smoothness-problem are wrong, which means that there can't be any meaningful solutions, without the scale problem. As a Prove, I showed (previously) how the anomaly on energy loss in Fr<2 in hydraulic jump can be explained better through this new theory. In this paper this is proved mathematically. The previously ignored 2nd and 3rd solutions from momentum and energy equations provide the answer directly, though they seem meaningless alone, they provide the correct answer when used together. Though, also then, the solution seems grazy at first, because it states, that the efficiency is >1 between Fr=1 and Fr = SQRT(3), which is ofcource impossible. But as there are waves, also this is easily possible. A wavetop can occasionally have more energy, as "aloud", this is averaged by the another wave, which has less.