GenX
Getting familiar with the group...
I want to take a moment and explain how horse power (HP) and torque (Tq) relate to each other and hopefully help people understand what they see on a dyno chart.
PART 1 Torque.
First off, lets discuss the numbers you get from a chassis dyno. The two numbers everybody wants to see are HP and Tq. I am going to discuss Tq first.
The Tq number you get from a chassis dyno is a calculation of how much Tq you would see 1 ft from the center of the crankshaft and NOT the amount of Tq you have at your wheels. A measurement is taken at the tires and calculated back to the motor. The ACTUAL Tq you have at your tires is MUCH more than what the dyno chat says.
Engine Tq is multiplied by the gearing in your transmission and then again by your rear differential gearing. Tire diameter is also a factor in how much Tq you actually transfer to the street. Friction, drag and the mass (law of inertia) of all the drive line components are the final factors in the equation.
Here is an example of how to figure the Tq at the tire of the 2025 Hyundai Make-Be-Lieve 2.0T AMS Edition. While the numbers here are made up, they are close to real world numbers for the average auto. I just made them whole numbers for simplicity.
Engine peak Tq:
300 lbs @ 5500 RPMs
Transmission ratios:
1st 4:1
2nd 3:1
3rd 2:1
4th 1:1
Rear end gear:
4.00:1
Tire diameter:
24"
For 1st gear, you take 300 (Engine Tq) times 4 (1st gear ratio) times 4 (rear end ratio) which nets you 4800. The distance from the center of the axle to the tire contacting the ground is 12" so tire diameter (in this example) has
no effect on TQ at the tires. Subtract drive line losses (DLL) and what you have left is the Tq you have available at the ground. In this scenario, you have 4800 lbs of rotational force (minus DLL) pushing your car forward @ 5500 RPMs.
If you play around with this formula, you will find that the Tq at the tire changes with which gear you are in.
1st = 4800 lbs - DLL
2nd = 3600 lbs - DLL
3rd = 2400 lbs - DLL
4th = 1200 lbs -DLL
This is why you accelerate so much harder in 1st gear than you do in 4th gear.
Keep in mind that the Tq your motor makes changes throughout the RPM range. This means that the amount of force you have pushing your car forward is also changing. You will always accelerate hardest at your peak Tq in each gear and less as TQ drops away from your peak. Your acceleration curve will end up matching your Tq curve exactly.
So when looking at a dyno chart, keep in mind that the Tq curve represents exactly how your car will accelerate. A large jump in Tq at the beginning of the graph and Tq dropping rapidly as you approach red line is going to feel exactly like that on the street.
PART 1 Torque.
First off, lets discuss the numbers you get from a chassis dyno. The two numbers everybody wants to see are HP and Tq. I am going to discuss Tq first.
The Tq number you get from a chassis dyno is a calculation of how much Tq you would see 1 ft from the center of the crankshaft and NOT the amount of Tq you have at your wheels. A measurement is taken at the tires and calculated back to the motor. The ACTUAL Tq you have at your tires is MUCH more than what the dyno chat says.
Engine Tq is multiplied by the gearing in your transmission and then again by your rear differential gearing. Tire diameter is also a factor in how much Tq you actually transfer to the street. Friction, drag and the mass (law of inertia) of all the drive line components are the final factors in the equation.
Here is an example of how to figure the Tq at the tire of the 2025 Hyundai Make-Be-Lieve 2.0T AMS Edition. While the numbers here are made up, they are close to real world numbers for the average auto. I just made them whole numbers for simplicity.
Engine peak Tq:
300 lbs @ 5500 RPMs
Transmission ratios:
1st 4:1
2nd 3:1
3rd 2:1
4th 1:1
Rear end gear:
4.00:1
Tire diameter:
24"
For 1st gear, you take 300 (Engine Tq) times 4 (1st gear ratio) times 4 (rear end ratio) which nets you 4800. The distance from the center of the axle to the tire contacting the ground is 12" so tire diameter (in this example) has
no effect on TQ at the tires. Subtract drive line losses (DLL) and what you have left is the Tq you have available at the ground. In this scenario, you have 4800 lbs of rotational force (minus DLL) pushing your car forward @ 5500 RPMs.
If you play around with this formula, you will find that the Tq at the tire changes with which gear you are in.
1st = 4800 lbs - DLL
2nd = 3600 lbs - DLL
3rd = 2400 lbs - DLL
4th = 1200 lbs -DLL
This is why you accelerate so much harder in 1st gear than you do in 4th gear.
Keep in mind that the Tq your motor makes changes throughout the RPM range. This means that the amount of force you have pushing your car forward is also changing. You will always accelerate hardest at your peak Tq in each gear and less as TQ drops away from your peak. Your acceleration curve will end up matching your Tq curve exactly.
So when looking at a dyno chart, keep in mind that the Tq curve represents exactly how your car will accelerate. A large jump in Tq at the beginning of the graph and Tq dropping rapidly as you approach red line is going to feel exactly like that on the street.