I have the 49% with 255/85s, LT85, 4BD1(T).
Happy so far. My only concern is on soft sand if Reverse high is too high and my only other choice is really low. Have not tried that out yet though...
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I have the 49% with 255/85s, LT85, 4BD1(T).
Happy so far. My only concern is on soft sand if Reverse high is too high and my only other choice is really low. Have not tried that out yet though...
I dont know what numbers you are using, but the MD 30% low range, in a 300
Tdi defender result in approx 56-1, the 49% low range result in appox 65-1
2nd low 30% = 32.574-1
2nd low 49% = 37.335-1
3rd low 30% = 21.341-1
3rd low 49% = 24.464-1
4th low 30% = 15.279-1
4th low 49% = 17.512-1
5th low 30% = 11.765-1
5th low 49% = 13.485-1
1st high = 18.441-1
2nd high = 10.649-1
3rd high = 6.978-1
Tony, current low range just doesn't cut it, particularly descending.
Far too many times I've been riding brakes hard trying to prevent the old girl running away and modulating the pedal to prevent lockup when I'd rather be inching my way downhill utilising engine braking.
I know, I know, a 4BD1T fixes that, but it's not going to happen anytime soon.
I just had a gut feeling that the 49% lower gearing was going to be a tad too low for what I do, I'm just interested to see if anyone has actually experienced this in use.
Not according to Mal Story.
Original low gear ratio 19/40 = 2.105 - 1
30% low gear ratio 20/55 = 2.75 - 1
49% low gear ratio 23/72 = 3.130 - 1
Def t/case 26t x 41t = 1.577 primary reduction
Total t/case low range reduction:
Original = 3.319585 (say 3.32)
30% = 4.337
49% = 4.936
Uniformed you may be quoting the correct ratios produced by Mal but your mathematics to call it a 30% reduction as a mathematical equation is incorrect. 4.744 x .70 = 3.32. If your ratio is correct then it's not a 30% reduction.
MLD
Ps it does not change my original point that testing a puma will give you the fair comparison of what a reduction will translate to. It means on your maths a standard puma is near enough to the 49% reduction gears.
MLD