Now, can anyone even fathom what his wrong contention was when he seemed to equate velocity with acceleration?
He's been doing this all along. It's just one of his many confusions: he mixes up force, velocity, acceleration, power or whatever, until nobody has a clue what he means. Here are some quotes from the original DDWFTTW thread to illustrate the velocity/acceleration confusion. I'm not posting them so that Humber can once more try to explain away his mistakes, pretend that he meant something else and say that I'm mis-representing him (although he probably will): I'm posting them for the interest of all those who are trying to understand how he functions. Those who haven't got Humber on ignore can see the original posts in context by clicking on the little arrow next to his name at the beginning of a quote.
A real object's velocity is governed by the power that is available from the source. The gears cannot offer a power gain. Perhaps there will be some change the acceleration, but not the terminal velocity, which will be the same for the same object without gears.
In the Humberverse, the terminal velocity will be "the same for the same object without gears". The whisks on an egg-whisk will turn just as fast without the gearing system. The wheel of a bicycle will turn just as fast if you attach the pedals to it directly instead of using gears. Of course it was pointed out (many times) that Humber was contradicting Newton, and of course Humber always maintained that he wasn't. There was, however, an interesting development that came after Humber had written this:
You can kill my argument dead by showing that you can apply a constant force, and gain an increase in velocity of the cart. Acceleration is always required to keep the gain.
Make graphs of displacement and acceleration and velocity over time. Try and find the sort of pull (constant force, constant velocity. constant power, that will allow you a constant velocity.
It's hard to make complete sense of the above passage, but the gist of it seems to be this: Humber thinks that once you have accelerated, you need a certain force to keep going at the new speed. He talks about a gain in velocity and says acceleration is always required to "
keep the gain". He also says you will need some sort of "pull" to allow you a constant velocity. This sentence is especially muddled, since after the word "pull" he puts "constant force, constant velocity. constant power", as if these three terms were all ways to define sorts of "pull", but once again the meaning seems to be that he thinks that a force is needed in order to maintain a constant velocity.
Thabiguy picked on the first sentence of the above quote and Spork proclaimed the news:
Nice catch bigguy!
This just in...
F=MA NO LONGER TRUE
Somehow this managed to get through Humber's defences. I don't know why, since he had been consistently denying that he was contradicting Newton's laws in many other cases where he obviously was. In any case, he must have realised that he had made a blunder and he decided to do something to try to rectify it. He proclaimed that it was a "typo". When pressed by ThinAirDesigns to say exactly what typo could make the sentence correct, he came up with the idea that he had forgotten to type the word "not":
"and not gain an increase in velocity". He would have to falsify F= ma.
Dumbass
I don't know who is meant to be a dumbass, but that's not important. Let's see if we can make sense of the paragraph if we correct Humber's "typo" as he indicates:
You can kill my argument dead by showing that you can apply a constant force, and not gain an increase in velocity of the cart. Acceleration is always required to keep the gain.
Make graphs of displacement and acceleration and velocity over time. Try and find the sort of pull (constant force, constant velocity. constant power, that will allow you a constant velocity.
I can't see how the addition of the word "not" makes sense of this passage. The rest of the passage still claims that a "pull" is required to allow a constant velocity. The confusion between velocity and acceleration is still there. Maybe one of the more creative posters will expose the hidden meaning of this strange paragraph. I leave it as it is: pure Humber in the raw.