Was having a discussion with costel1 about the issues with diesel torque mountains and such when cornering.
To cut a long story short I was saying how the FN2 can take corners so well is down to the fact the torque curve is almost flat.
So you have total control of the power into and out of the corners with no sudden power surges to destroy the grip and spin the wheels.
[vtec point aside]
Anyway, one thing led to another and I decided to translate the FN2 engine dyno to an FN3 engine Dyno.
The gear ratios are not perfectly proportional between the two cars though and neither is the weight.
So both of these had to be taken into account.
Ive been ultra conservative with costel1s dyno and used the hub figures as I was unhappy with the transmission losses used.
The Methods.
CONVERT ENGINE RPM:
FN2 RPM / (FN2 1ST GEAR RATIO x FN2 FINAL DRIVE) x (FN3 1ST GEAR RATIO x FN3 FINAL DRIVE) = EQUIVALENT FN3 RPM
FN2 RPM / (FN2 2ND GEAR RATIO x FN2 FINAL DRIVE) x (FN3 2ND GEAR RATIO x FN3 FINAL DRIVE) = EQUIVALENT FN3 RPM
...and so on for each gear...
CONVERT ENGINE TORQUE:
FN2 TRQ x (FN2 1ST GEAR RATIO x FN2 FINAL DRIVE) / (FN3 1ST GEAR RATIO x FN3 FINAL DRIVE) = EQUIVALENT FN3 TRQ
FN2 TRQ x (FN2 2ND GEAR RATIO x FN2 FINAL DRIVE) / (FN3 2ND GEAR RATIO x FN3 FINAL DRIVE) = EQUIVALENT FN3 TRQ
...and so on for each gear...
BHP = RPM / 5252 * TORQUE
CORRECT FOR POWER TO WEIGHT:
(FN3 WEIGHT + DRIVER WEIGHT) /
(FN2 WEIGHT + DRIVER WEIGHT) = WEIGHT PENALTY
BHP = BHP x PENALTY
TORQUE = TORQUE x PENALTY
The Results.
Then its just a question of plotting the info on a graph for each gear.
This shows exactly how much power/torque is required at what rpm for an FN3 of given weight to perform identically to a FN2 of given weight.
Theres 6 of these as the gears are out of sync.
1st is lowest and 6th is the highest on the graphs.
I then overlayed my TDI dyno which has become labelled the VTEC remap..which you'll soon understand exactly why;
And also overlaid costel1s dyno whose car is a little lighter than mine without the glass roof.