12-20-2012, 05:43 AM | #1 |
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HP/Torque Math Question.
It takes 260hp and 240lb torque to move a vehicle weighing 3900lbs to get to a certain speed at a certain time frame. Now in adding another 200lbs weight to car how much more hp/tq will need to be added to move the same vehicle to the same speed at the same given time frame? 10 hp/tq, 20 0r 30 more hp/tq? How much? Any know the formula or good guess?
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12-20-2012, 05:52 AM | #2 |
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12-20-2012, 05:56 AM | #3 |
just can't get enough
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12-20-2012, 11:40 AM | #4 |
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12.3 RWTQ
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12-20-2012, 01:22 PM | #5 |
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4.1 Hampsters
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12-20-2012, 01:50 PM | #6 |
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If it's a Mustang you'll need 1 of these for every 10 pounds
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12-20-2012, 04:05 PM | #7 |
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Saaaweeettt i also have a boss 302 where can i find those mods?
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12-20-2012, 06:00 PM | #8 |
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Force = Mass x acceleration.
Torque = 3900 x acceleration So acceleration = torque/mass .06154 = 240/3900 New torque would be to add 200 lbs to the 3900 and recalculate using the found acceleration ? = 4100 x .06154 252.3 = 4100 x .6154 Sorry folks, bored guy here sitting in a Wisconsin blizzard. |
12-20-2012, 06:22 PM | #9 |
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We now have 12.3 ft lb by two people. I'm going to accept that as the correct answer.
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12-20-2012, 06:25 PM | #10 |
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The 12.3 torque figure sounds correct....assuming the percent gain of torque is the same over the entire RPM range.
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12-20-2012, 06:28 PM | #11 |
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Don't know about you guys,but I got out of school a long,long time ago..........and never looked back!!!
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12-21-2012, 11:37 AM | #12 | |
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Quote:
Torque = 3900 x acceleration This equation is incorrect. You may have meant Torque = Power / Engine speed |
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12-21-2012, 01:41 PM | #13 |
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You can also do the Math using the Ratio of one to the other. 260 is to 3900 as X is to 4100. comes out 13.3 HP
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12-21-2012, 05:17 PM | #14 |
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