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Final drive stuff

Part numbers

A+ FINAL DRIVES

CROWNWHEEL TEETH CASTING NO. PINION TEETH RATIO
DAM 3645 65 DAM 3546 DAM 3647 15 4.333
DAM 3216 63 DAM 3217 DAM 3218 16 3.938
DAM 4162 62 DAM 4163 DAM 4137 17 3.647
DAM 4779 64 DAM 4780 DAM 4131 17 3.765
DAM 2677 62 DAM 2678 DAM 2679 18 3.444
DAM 6327 59 DAM 6243 DAM 2808 19 3.105
DAM 2806 61 DAM 2807 DAM 2808 19 3.211
DAM 5925 59 DAM 5926 DAM 5927 20 2.95
TCB 10004 58 TCB 10005 TCB 10001 21 2.76

A SERIES FINAL DRIVES

CROWNWHEEL TEETH PINION TEETH RATIO
22A 411 62 22A 413 18 3.444
22G 940 62 22A 399 17 3.647
22A 401 64 22A 399 17 3.765
22G 340 63 22G 338 16 3.938
22G 101 62 22G 99 15 4.133
22G 370 64 22G 99 15 4.267
22G 443 65 22G 99 15 4.33

NOTE:
Crownwheel and pinion sets are matched . A+ and A series ARE NOT interchangeable. And within a group you CANNOT change partners (unless in fact they are the same part e.g. pinion for 4.1, 4.2 and 4.3 diff a-series)

Preferred differentials for best of both worlds would most likely be...

1275cc : 10" wheels 3.44, 12" wheels 3.7, 13" wheels possibly a 3.9

As a rule go one diff ratio up (larger ratio, lower gearing) when going from 10 to 12 inch wheels, so state in the table what wheels/tyres you have chosen.

And don't forget that I think many people think a car is quicker because it revs faster i.e. it sounds faster. In actual fact a 4.3 goes through the gears fast but the max speed in each gear is low. A lower diff e.g. 3.44 will rev slower but the max in each gear is higher.

And for each speed on the road each car will just be at different revs and/or gear. Most noticeable factors are A) pulling away from standstill and B) top speed For speeds in between you should be able to find a gear ratio for max torque to accelerate.

Pinion replacement

If you have the diff housing off already, it is easy to stick the gearbox into two gears simultaneously which locks up the final drive.. BE CAREFUL NOT TO PUSH THE SELECTORS TOO FAR! The detent springs may pop out and then you are screwed!

That's how you are meant to do it anyway! (I think)

Ratios

Ratio Teeth Model
2.75:1 ????? Coopers (1997>)
2.95:1 59/20 City/Mayfair with 10" wheels (1982-85)
3.05:1 61/20  
3.11:1 59/19 City/Mayfair with 12" wheels (1985>)
3.21:1 61/19 MG Metro Turbo
3.27:1 59/18 Mini Automatic
3.27:1 72/22  
3.44:1 62/18 Early 10" wheel minis, 1275GT (Feb 1971>), Cooper S 1275, Metro / MG Metro
3.65:1 62/17 Early 1275 GT's (1969 - 1971)
3.76:1 64/17 Austin Seven, Minor, Cooper, Countryman/Trav'r, Pickup, Mini 850
3.94:1 63/16  
4.13:1 62/15  
4.26:1 64/15  
4.35:1 65/15  
4.53:1 68/15  
4.78:1 67/14  
4.90:1 54/11  

Ratios vs. performance

This subject always causes plenty of discussion amongst hardened mini tuners! There are plenty of final drive ratios to choose from, but it is important that you choose the correct ratio for your own personal driving style.

The final drive ratio (ratio of differential crown gear to its drive pinion) determines the performance characteristics of a car, and denotes how the engine's power is geared to torque at the wheels.

Confusion begins when people talk about 'high' or 'long' final drives. They are refering to a 'high geared' diff, which will have a smaller ratio and a lower first number (eg: 2.95:1). This FD will give less acceleration because the 'mph per rpm' is greater. The torque at the wheels will be less, and the revs at cruising speeds will be lower. This is more suited to a driver who does lots of motorway cruising at ~80mph, and will often get better mpg as the engine will not rev so much.

If on the other hand you want fast acceleration and are not worried about cruising at elevated revs, then a 'lower' diff ratio would be more suitable. This would have a higher ratio/number, but would be lower geared (eg: 3.76:1). This ratio would give very fast 0-60 times, but top speed would be limited by the fact that the engine would be revving high when cruising at high speed. Good for twisty roads, but not too good for motorways.

Obviously, a very powerful engine could accelerate a high diff, and if you are willing/able to rev high then top speed will still be high (racing minis use ~4.3:1 diffs but still reach 120mph at >8krpm!)

So which diff should you go for?

Here is a table which will hopefully aid your choice:

Diff Ratio Acceleration Typ.Cruising speed (<4k) Revs at 70mph
2.75:1 Weak (1275+ only) 90mph/144kph <3k
2.95:1 Poor (economy 998) 80mph+/128+kph ~3k
3.1:1/3.2:1 Medium (good compromise) ~75mph/120kph ~3.5k
3.44:1 Good ~70mph/112kph ~4k
3.76:1 Very Good ~65mph/104kph ~4.5k

As a rough guide:

Choose a diff which gives your usual top cruising speed at your usual top cruising revs. If you drive at 80mph on motorways and don't like pulling more than 4krpm, then a 3.2:1 would be best for you.

If you want economy and do alot of motorway driving, use a 2.95:1
If you want sporty performance, but still ok for motorway use 3.44:1
If you don't use motorways much and you want great 0-60 use a 3.76:1

Ratios vs. tyres

See also Speedometer Calibration

Engine speed @ 60 MPH in 4th gear (1:1 in the gearbox, no dropgear reduction)

Diff ->
----
Tyre (TPM)
4.33 4.27 4.13 3.76 3.65 3.44 3.11 2.95 2.76
165x70x10 (1056) 4576 4506 4365 3976 3851 3637 3279 3115 2917
145x82x10 (1040) 4507 4437 4299 3915 3793 3582 3229 3068 2872
165x60x12 (1020) 4420 4352 4216 3840 3720 3513 3167 3009 2817
175x50x13 (1013) 4390 4322 4187 3814 3694 3489 3146 2988 2798
155x65x13 (965) 4182 4117 3989 3633 3519 3324 2997 2847 2665
145x82x12 (938) 4065 4002 3877 3531 3421 3231 2913 2767 2591
165x70x12 (938) 4065 4002 3877 3531 3421 3231 2913 2767 2591
155x80x12 (925) 4008 3947 3823 3482 3374 3186 2872 2729 2555
175x70x12 (925) 4008 3947 3823 3482 3374 3186 2872 2729 2555
185x60x13 (925) 4008 3947 3823 3482 3374 3186 2872 2729 2555
195x60x13 (908) 3935 3874 3753 3418 3312 3128 2820 2679 2508

Mph (kph) per 1000 RPM in 4th gear, no dropgear reduction

Diff ->
----
Tyre (TPM)
4.33 4.27 4.13 3.76 3.65 3.44 3.11 2.95 2.76
165x70x10 (1056) 13.1 (20.96) 13.3 (21.28) 13.7 (21.92) 15.1 (24.16) 15.6 (24.96) 16.5 (26.4) 18.3 (29.28) 19.3 (30.88) 20.6 (32.96)
145x82x10 (1040) 13.3 (21.28) 13.5 (21.6) 14.0 (22.4) 15.3 (24.48) 15.8 (25.28) 16.7 (26.72) 18.6 (29.76) 19.6 (31.36) 20.9 (33.44)
165x60x12 (1020) 13.6 (21.76) 13.8 (22.08) 14.2 (22.72) 15.6 (24.96) 16.1 (25.76) 17.1 (27.36) 18.9 (30.24) 19.9 (31.84) 21.3 (34.08)
175x50x13 (1013) 13.7 (21.92) 13.9 (22.24) 14.3 (22.88) 15.7 (25.12) 16.2 (25.92) 17.2 (27.52) 19.1 (30.56) 20.1 (32.16) 21.4 (34.24)
155x65x13 (965) 14.3 (22.88) 14.6 (23.36) 15.0 (24.0) 16.5 (26.4) 17.0 (27.2) 18.1 (28.96) 20.0 (32.0) 21.1 (33.76) 22.5 (36)
145x82x12 (938) 14.8 (23.68) 15.0 (24.0) 15.5 (24.8) 17.0 (27.2) 17.5 (28) 18.6 (29.76) 20.6 (32.96) 21.7 (34.72) 23.2 (37.12)
165x70x12 (938) 14.8 (23.68) 15.0 (24.0) 15.5 (24.8) 17.0 (27.2) 17.5 (28) 18.6 (29.76) 20.6 (32.96) 21.7 (34.72) 23.2 (37.12)
155x80x12 (925) 15.0 (24.0) 15.2 (24.32) 15.7 (25.12) 17.2 (27.52) 17.8 (28.48) 18.8 (30.08) 20.9 (33.44) 22.0 (35.2) 23.5 (37.6)
175x70x12 (925) 15.0 (24.0) 15.2 (24.32) 15.7 (25.12) 17.2 (27.52) 17.8 (28.48) 18.8 (30.08) 20.9 (33.44) 22.0 (35.2) 23.5 (37.6)
185x60x13 (925) 15.0 (24.0) 15.2 (24.32) 15.7 (25.12) 17.2 (27.52) 17.8 (28.48) 18.8 (30.08) 20.9 (33.44) 22.0 (35.2) 23.5 (37.6)
195x60x13 (908) 15.2 (24.32) 15.5 (24.8) 16.0 (25.6) 17.6 (28.16) 18.1 (28.96) 19.2 (30.72) 21.3 (34.08) 22.4 (35.84) 23.9 (38.24)

(TPM = Turns Per Mile)

Therefore, if you have a 3.44 diff and you want bigger tyres (for that sporty look) you'll have to slip in a 4.13 diff and 185 or 195x13 tyres so you will have the same overall gearing. To the fellow who slipped in the Austin America lump without changing the diff, you can see from above why the engine screams all the time. Change your diff or buy a gazillion $ worth of wheels and tyres.

Looking at the above table, I suppose you could draw a couple of bands through the data which show cut-offs for acceptable performance based on usable HP of the engine. Any plonker engine could turn ratios in the top left corner... even a pokey 850 could accelerate nicely, but over on the RH side of the table it takes a lot of HP to turn those ratios.

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15 06 2003