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#21 |
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I thought 100 would be easily possible, probably more, but seeing the stats above for tuned RVF400's doing "only" 110 means I am not so sure. An SV will not be as quick as a tuned RVF400.
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#22 | |
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Either the TT bikes in the 50's were way ahead of their time or our mechanical development of bikes has really slowed down since. Or...........the TT used to be just one long straight road in the 50's ![]() That said the basic combustion engine has pretty mcuh not changed since it's conception. |
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#23 | |
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#24 | |
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#25 |
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A quick google shows the rvf can do 135 against the SVs 130 ish - so not much difference.
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#26 | |
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Tim. |
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#27 | |
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"We are the angry mob, we read the papers every day We like what we like, we hate what we hate But we're oh so easily swayed" |
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#28 | |
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E=mc2 tells you how much energy matter has if you convert that matter into pure energy. So unless your SV has an atomic engine that equation has no meaning in this context what so ever. Anyway, for a quick and easy to understand reason for why bikes now aren't going that much quicker than those before them is the relationship between power and top speed. As speed increases, power requirements are cubed (not squared). So, all things being equal, to double your top speed you need 8 times the power. That's one of the reasons the current 200bhp+ monsters are only lapping 30mph faster than the bikes of the 60s. Last edited by Flamin_Squirrel; 07-06-07 at 09:05 AM. |
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#29 |
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Curious on that one, from what I vaguely recall of school physics a cube does come into it somewhere but figures only seem to kind of support that. The 10hp 50cc Suzuki that averaged the TT at 75 mph in 1962 topped out at about 85 mph. By a straight cubing, to double that to reach 170 mph would therefore require 1000hp, so aerodynamics has somehow made up for about an 800hp deficit?
Not a flame by any means, I'm pretty sure a cubing comes into it somewhere but for the life of me I can't figure it out. You'd need an assesment of frontal area, a co-efficient of friction for wind resistance (plus, I'm going to guess, a way of incorporating the "suck" of the vortex vacuum left behind?) and the basic Newtonian physics to get the force required to accelerate a given mass. And my head explodes right about.... here ![]() |
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#30 | |
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double (& a bit for non-linear drag) gives you the 160-200 of a superbike now where are you getting 1000bhp from? Last edited by weazelz; 07-06-07 at 10:44 AM. |
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