modern formula one car at a 1/4 mile track
#1
modern formula one car at a 1/4 mile track
well it didnt really happen, or if it did it wasnt documented, and if it was i didnt read it. but here is an interesting post that i found on a formula one tech message board. i'm sure most of you will enjoy this its a good read. theese calculations were done against a 2003 spec f1 car.
This week's fun engineering chore has been to calculate an acceleration rate for a Formula One car with an Indianapolis spec set up.
Car + Driver weight = 1334 lb (min by regs)
Fuel Load = 15 US gallons = 93 lb
Total Weight = 1427 lb
Max Speed = 210 mph
Aerodynamic drag @ maximum speed = 1125 lb
Aerodynamic power @ maximum speed = 630 hp
Transmission power loss @ maximum speed = 200 hp
Tyre power loss @ maximum speed = 80 hp
Drive Tyre diameter = 26.97 in = 2.247 ft
Max downforce @ maximum speed = 3450 lb
Tyre Friction Coefficient, µ = 1.25
Overall gear ratios:
1st = 22.00 : 1, <= 70 mph
2nd = 16.05 : 1, <= 95 mph
3rd = 12.20 : 1, <= 125 mph
4th = 9.84 : 1, <= 155 mph
5th = 8.38 : 1, <= 182 mph
6th = 7.26 : 1, <= 210 mph
Engine performance specifications:
4000 rpm - 90 lb·ft - 69 hp
5000 rpm - 115 lb·ft - 109 hp
6000 rpm - 140 lb·ft - 160 hp
7000 rpm - 165 lb·ft - 220 hp
8000 rpm - 190 lb·ft - 289 hp
9000 rpm - 215 lb·ft - 368 hp
10000 rpm - 240 lb·ft - 457 hp
11000 rpm - 260 lb·ft - 545 hp
12000 rpm - 290 lb·ft - 663 hp
13000 rpm - 310 lb·ft - 767 hp
14000 rpm - 305 lb·ft - 813 hp
15000 rpm - 300 lb·ft - 857 hp
16000 rpm - 285 lb·ft - 868 hp
17000 rpm - 275 lb·ft - 890 hp
18000 rpm - 263 lb·ft - 901 hp
19000 rpm - 251 lb·ft - 908 hp
Through the use of iterative numerical integration, with the assumption that launch control supplies the "perfect" amount of torque to reach the tyres longitudinal traction limit, for the maximum amount of time.... the calculated results.
Note: gear shift time has not been incorporated into the calculation, and still air is assumed for the aerodynamic drag calculations.
Time to reach speed:
0 - 10 mph .... 0.36 sec
0 - 20 mph .... 0.73 sec
0 - 30 mph .... 1.08 sec
0 - 40 mph .... 1.43 sec
0 - 50 mph .... 1.76 sec
0 - 60 mph .... 2.09 sec
0 - 70 mph .... 2.40 sec
0 - 80 mph .... 2.70 sec
0 - 90 mph .... 2.98 sec
0 - 100 mph .... 3.26 sec
0 - 110 mph .... 3.59 sec
0 - 120 mph .... 3.95 sec
0 - 130 mph .... 4.38 sec
0 - 140 mph .... 4.89 sec
0 - 150 mph .... 5.47 sec
0 - 160 mph .... 6.18 sec
0 - 170 mph .... 7.07 sec
0 - 180 mph .... 8.20 sec
0 - 190 mph .... 9.93 sec
0 - 200 mph .... 12.95 sec
0 - 209 mph .... 26.07 sec
maximum speed = 210 mph
Time and speed at distance:
60 ft holeshot ...... 1.72 sec @ 48.5 mph
100 ft ............. 2.20 sec @ 63.7 mph
200 ft ............. 3.07 sec @ 93.5 mph
300 ft ............. 3.72 sec @ 114 mph
400 ft ............. 4.29 sec @ 128 mph
500 ft ............. 4.80 sec @ 138 mph
600 ft ............. 5.28 sec @ 147 mph
1/8 mile (660 ft)... 5.55 sec @ 151 mph
700 ft ............. 5.73 sec @ 154 mph
800 ft ............. 6.16 sec @ 160 mph
900 ft ............. 6.59 sec @ 165 mph
1000 ft ............. 7.00 sec @ 169 mph
1100 ft ............. 7.39 sec @ 173 mph
1200 ft ............. 7.78 sec @ 177 mph
1300 ft ............. 8.16 sec @ 180 mph
1/4 mile (1320 ft).. 8.24 sec @ 180 mph
1400 ft ............. 8.54 sec @ 183 mph
1500 ft ............. 8.91 sec @ 185 mph
1600 ft ............. 9.28 sec @ 187 mph
1700 ft ............. 9.64 sec @ 188 mph
1800 ft ............. 10.00 sec @ 190 mph
1900 ft ............. 10.36 sec @ 192 mph
2000 ft ............. 10.71 sec @ 193 mph
2100 ft ............. 11.06 sec @ 194 mph
2200 ft ............. 11.41 sec @ 196 mph
2300 ft ............. 11.76 sec @ 197 mph
2400 ft ............. 12.11 sec @ 198 mph
2500 ft ............. 12.45 sec @ 199 mph
2600 ft ............. 12.79 sec @ 200 mph
1/2 mile (2640 ft)... 12.93 sec @ 200 mph
2700 ft ............. 13.13 sec @ 200 mph
2800 ft ............. 13.47 sec @ 201 mph
2900 ft ............. 13.81 sec @ 202 mph
3000 ft ............. 14.15 sec @ 202 mph
3100 ft ............. 14.49 sec @ 203 mph
3200 ft ............. 14.82 sec @ 203 mph
3300 ft ............. 15.16 sec @ 204 mph
3400 ft ............. 15.49 sec @ 204 mph
3500 ft ............. 15.82 sec @ 205 mph
3600 ft ............. 16.16 sec @ 205 mph
3700 ft ............. 16.49 sec @ 205 mph
3800 ft ............. 16.82 sec @ 206 mph
3900 ft ............. 17.15 sec @ 206 mph
4000 ft ............. 17.48 sec @ 206 mph
4100 ft ............. 17.81 sec @ 206 mph
4200 ft ............. 18.14 sec @ 207 mph
Precautionary peculiar disclaimers: Take it as you will, I've no friends in the clobber cleaning business who might have happened to notice dyno plots near an engine test cell in Munich, nor any flies on the wall at a Mannheim area dragstrip that might have been used for private test sessions, nor did I imply any threats to rough up any wheel-chair-bound invalids to obtain their telemetry.
T2 Cadillac ··········· ·········· ········· ········ ······· ······ ····· ···· ··· ·· · ·
How do those tri-lobal joints hold up with so many repeated applications of maximum torque?
What if there is wind on the track?
How much faster will the car accelerate if the fuel load is dropped to nearly empty?
Brands Pro: "You engineers have entirely too much time on your hands."
This week's fun engineering chore has been to calculate an acceleration rate for a Formula One car with an Indianapolis spec set up.
Car + Driver weight = 1334 lb (min by regs)
Fuel Load = 15 US gallons = 93 lb
Total Weight = 1427 lb
Max Speed = 210 mph
Aerodynamic drag @ maximum speed = 1125 lb
Aerodynamic power @ maximum speed = 630 hp
Transmission power loss @ maximum speed = 200 hp
Tyre power loss @ maximum speed = 80 hp
Drive Tyre diameter = 26.97 in = 2.247 ft
Max downforce @ maximum speed = 3450 lb
Tyre Friction Coefficient, µ = 1.25
Overall gear ratios:
1st = 22.00 : 1, <= 70 mph
2nd = 16.05 : 1, <= 95 mph
3rd = 12.20 : 1, <= 125 mph
4th = 9.84 : 1, <= 155 mph
5th = 8.38 : 1, <= 182 mph
6th = 7.26 : 1, <= 210 mph
Engine performance specifications:
4000 rpm - 90 lb·ft - 69 hp
5000 rpm - 115 lb·ft - 109 hp
6000 rpm - 140 lb·ft - 160 hp
7000 rpm - 165 lb·ft - 220 hp
8000 rpm - 190 lb·ft - 289 hp
9000 rpm - 215 lb·ft - 368 hp
10000 rpm - 240 lb·ft - 457 hp
11000 rpm - 260 lb·ft - 545 hp
12000 rpm - 290 lb·ft - 663 hp
13000 rpm - 310 lb·ft - 767 hp
14000 rpm - 305 lb·ft - 813 hp
15000 rpm - 300 lb·ft - 857 hp
16000 rpm - 285 lb·ft - 868 hp
17000 rpm - 275 lb·ft - 890 hp
18000 rpm - 263 lb·ft - 901 hp
19000 rpm - 251 lb·ft - 908 hp
Through the use of iterative numerical integration, with the assumption that launch control supplies the "perfect" amount of torque to reach the tyres longitudinal traction limit, for the maximum amount of time.... the calculated results.
Note: gear shift time has not been incorporated into the calculation, and still air is assumed for the aerodynamic drag calculations.
Time to reach speed:
0 - 10 mph .... 0.36 sec
0 - 20 mph .... 0.73 sec
0 - 30 mph .... 1.08 sec
0 - 40 mph .... 1.43 sec
0 - 50 mph .... 1.76 sec
0 - 60 mph .... 2.09 sec
0 - 70 mph .... 2.40 sec
0 - 80 mph .... 2.70 sec
0 - 90 mph .... 2.98 sec
0 - 100 mph .... 3.26 sec
0 - 110 mph .... 3.59 sec
0 - 120 mph .... 3.95 sec
0 - 130 mph .... 4.38 sec
0 - 140 mph .... 4.89 sec
0 - 150 mph .... 5.47 sec
0 - 160 mph .... 6.18 sec
0 - 170 mph .... 7.07 sec
0 - 180 mph .... 8.20 sec
0 - 190 mph .... 9.93 sec
0 - 200 mph .... 12.95 sec
0 - 209 mph .... 26.07 sec
maximum speed = 210 mph
Time and speed at distance:
60 ft holeshot ...... 1.72 sec @ 48.5 mph
100 ft ............. 2.20 sec @ 63.7 mph
200 ft ............. 3.07 sec @ 93.5 mph
300 ft ............. 3.72 sec @ 114 mph
400 ft ............. 4.29 sec @ 128 mph
500 ft ............. 4.80 sec @ 138 mph
600 ft ............. 5.28 sec @ 147 mph
1/8 mile (660 ft)... 5.55 sec @ 151 mph
700 ft ............. 5.73 sec @ 154 mph
800 ft ............. 6.16 sec @ 160 mph
900 ft ............. 6.59 sec @ 165 mph
1000 ft ............. 7.00 sec @ 169 mph
1100 ft ............. 7.39 sec @ 173 mph
1200 ft ............. 7.78 sec @ 177 mph
1300 ft ............. 8.16 sec @ 180 mph
1/4 mile (1320 ft).. 8.24 sec @ 180 mph
1400 ft ............. 8.54 sec @ 183 mph
1500 ft ............. 8.91 sec @ 185 mph
1600 ft ............. 9.28 sec @ 187 mph
1700 ft ............. 9.64 sec @ 188 mph
1800 ft ............. 10.00 sec @ 190 mph
1900 ft ............. 10.36 sec @ 192 mph
2000 ft ............. 10.71 sec @ 193 mph
2100 ft ............. 11.06 sec @ 194 mph
2200 ft ............. 11.41 sec @ 196 mph
2300 ft ............. 11.76 sec @ 197 mph
2400 ft ............. 12.11 sec @ 198 mph
2500 ft ............. 12.45 sec @ 199 mph
2600 ft ............. 12.79 sec @ 200 mph
1/2 mile (2640 ft)... 12.93 sec @ 200 mph
2700 ft ............. 13.13 sec @ 200 mph
2800 ft ............. 13.47 sec @ 201 mph
2900 ft ............. 13.81 sec @ 202 mph
3000 ft ............. 14.15 sec @ 202 mph
3100 ft ............. 14.49 sec @ 203 mph
3200 ft ............. 14.82 sec @ 203 mph
3300 ft ............. 15.16 sec @ 204 mph
3400 ft ............. 15.49 sec @ 204 mph
3500 ft ............. 15.82 sec @ 205 mph
3600 ft ............. 16.16 sec @ 205 mph
3700 ft ............. 16.49 sec @ 205 mph
3800 ft ............. 16.82 sec @ 206 mph
3900 ft ............. 17.15 sec @ 206 mph
4000 ft ............. 17.48 sec @ 206 mph
4100 ft ............. 17.81 sec @ 206 mph
4200 ft ............. 18.14 sec @ 207 mph
Precautionary peculiar disclaimers: Take it as you will, I've no friends in the clobber cleaning business who might have happened to notice dyno plots near an engine test cell in Munich, nor any flies on the wall at a Mannheim area dragstrip that might have been used for private test sessions, nor did I imply any threats to rough up any wheel-chair-bound invalids to obtain their telemetry.
T2 Cadillac ··········· ·········· ········· ········ ······· ······ ····· ···· ··· ·· · ·
How do those tri-lobal joints hold up with so many repeated applications of maximum torque?
What if there is wind on the track?
How much faster will the car accelerate if the fuel load is dropped to nearly empty?
Brands Pro: "You engineers have entirely too much time on your hands."
#2
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Re: modern formula one car at a 1/4 mile track (ModenaTwinTurbo)
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by ModenaTwinTurbo »</TD></TR><TR><TD CLASS="quote">Through the use of iterative numerical integration, with the assumption that launch control supplies the "perfect" amount of torque to reach the tyres longitudinal traction limit, for the maximum amount of time.... the calculated results.
Time and speed at distance:
60 ft holeshot ...... 1.72 sec @ 48.5 mph
</TD></TR></TABLE>
heh heh Launch control for "Perfect" amount of torque at the limit and can only manage 1.7 60fts?
Time and speed at distance:
60 ft holeshot ...... 1.72 sec @ 48.5 mph
</TD></TR></TABLE>
heh heh Launch control for "Perfect" amount of torque at the limit and can only manage 1.7 60fts?
#3
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Re: modern formula one car at a 1/4 mile track (ModenaTwinTurbo)
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by ModenaTwinTurbo »</TD></TR><TR><TD CLASS="quote"> Car + Driver weight = 1334 lb (min by regs) </TD></TR></TABLE>
My car would be pretty damn quick at that weight too.
My car would be pretty damn quick at that weight too.
#4
Re: modern formula one car at a 1/4 mile track (Finest)
.<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by Finest »</TD></TR><TR><TD CLASS="quote">
heh heh Launch control for "Perfect" amount of torque at the limit and can only manage 1.7 60fts?
</TD></TR></TABLE>
you do realise that they are on a tire designed with sidewalls specifically NOT to wrinkle for lateral stability.
heh heh Launch control for "Perfect" amount of torque at the limit and can only manage 1.7 60fts?
</TD></TR></TABLE>
you do realise that they are on a tire designed with sidewalls specifically NOT to wrinkle for lateral stability.
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Re: modern formula one car at a 1/4 mile track (88CRXHybrid)
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by 88CRXHybrid »</TD></TR><TR><TD CLASS="quote">.
you do realise that they are on a tire designed with sidewalls specifically NOT to wrinkle for lateral stability.</TD></TR></TABLE>
And you do realize that I added an at the end of my reply because I knew that people would quote me and try to correct me. <--- there it is again!
F1 =
you do realise that they are on a tire designed with sidewalls specifically NOT to wrinkle for lateral stability.</TD></TR></TABLE>
And you do realize that I added an at the end of my reply because I knew that people would quote me and try to correct me. <--- there it is again!
F1 =
#11
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Re: (JL)
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by JL »</TD></TR><TR><TD CLASS="quote">great information! i have always wondered.. missed out on the usgp twice now maybe next year....</TD></TR></TABLE>
My wife and I will be there .
My wife and I will be there .
#12
Re: modern formula one car at a 1/4 mile track (Finest)
the f1 cars in gt3 run 8's also.. if i remember right
imagine if they removed "a lil wing" and ran some huge slicks and skinnies in the front.
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by hondaguyef »</TD></TR><TR><TD CLASS="quote">
My wife and I will be there .
</TD></TR></TABLE>
hopefully so will i! there was a huge difference between watching nhra on tv and in person, the sound and feel was amazing.. i'm hoping f1 is the same way.. especially on the front straight!
imagine if they removed "a lil wing" and ran some huge slicks and skinnies in the front.
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by hondaguyef »</TD></TR><TR><TD CLASS="quote">
My wife and I will be there .
</TD></TR></TABLE>
hopefully so will i! there was a huge difference between watching nhra on tv and in person, the sound and feel was amazing.. i'm hoping f1 is the same way.. especially on the front straight!
#13
Re: modern formula one car at a 1/4 mile track (Finest)
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by Finest »</TD></TR><TR><TD CLASS="quote">
heh heh Launch control for "Perfect" amount of torque at the limit and can only manage 1.7 60fts?
</TD></TR></TABLE>
considering the cars are not geared for drag racing whatsoever, Thats still pretty substantial. Im sure there is loss in power with the Traction control as well.....
heh heh Launch control for "Perfect" amount of torque at the limit and can only manage 1.7 60fts?
</TD></TR></TABLE>
considering the cars are not geared for drag racing whatsoever, Thats still pretty substantial. Im sure there is loss in power with the Traction control as well.....
#14
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Re: modern formula one car at a 1/4 mile track (This One)
<TABLE WIDTH="90%" CELLSPACING=0 CELLPADDING=0 ALIGN=CENTER><TR><TD>Quote, originally posted by This One »</TD></TR><TR><TD CLASS="quote">
considering the cars are not geared for drag racing whatsoever, Thats still pretty substantial. Im sure there is loss in power with the Traction control as well.....</TD></TR></TABLE>
Ugh, I'm sorry I even made that comment. I guess F1 guys are all business and no play, huh?
considering the cars are not geared for drag racing whatsoever, Thats still pretty substantial. Im sure there is loss in power with the Traction control as well.....</TD></TR></TABLE>
Ugh, I'm sorry I even made that comment. I guess F1 guys are all business and no play, huh?
#15
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Re: modern formula one car at a 1/4 mile track (Finest)
8 second 1/4? nah i like the 12.9 200mph time on there whooooooo hooooooo, hold on!! lol now imagine driving that speed in florida during love bug season with just a helmet
#16
Re: modern formula one car at a 1/4 mile track (ASHY-ELBOW)
dont know if u guys cought it but this info is based on last years f1. not this seasons cars. i'd imagine the latest version to be somewhat faster.
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