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After Calculations-Vehicle Tuning Seminar May 2012

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 Copyright Kaz Technologies 2012
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Page 1: After Calculations-Vehicle Tuning Seminar May 2012

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Copyright Kaz Technologies 2012

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• Kaz Technologies was started in 1995

• We have a staff of 7 engineers

– Over 91 years of combined racing and automotive engineering

experience

• GM Racing

– Resident 7-post and shock technical specialists

– 7-post testing for GM racing

– 7-post & damper testing tools

– Race Engineering

• What else do we do?

– Race Engineering

– Damper design and development

– Damper sales and service

Copyright Kaz Technologies 2012

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• Jim Kasprzak• 36 years racing experience

• Developed 7-post testing for GM

• Expertise includes:– Race Engineering

– 7 post testing

– Suspension Engineering

– Shock design, development, & tuning

– Vehicle Tuning

• 31 years automotive experience– Arvin Ride Control

• Director, Original Equipment Engineering

• Director, New Product Development

– Monroe Auto Equipment

• Chief Engineer, Electronic Systems

• Manager, Suspension System Programs

Copyright Kaz Technologies 2012

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• We asked YOU to send in your questions, and here they

are! We’ll be covering:

– Data Acquisition and Analysis

– Shock Tuning on your car

– Damping Calculations

• Please ASK QUESTIONS! We’re here to help and guide

you through this process.

• When you see this it means we’re answering one

of your questions!

Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Vehicle

Data

MotionRatio

Wheel RateRide Rate

Natural Frequencies

Sprung & Unsprung

Critical Damping

Sprung & Unsprung

Damping

Ratio

Desired

Damping Ratio

Knee

Speed

Compression/Rebound

Ratio

Compression Damping

Low & High speed

Rebound Damping

Low & High speedCopyright Kaz Technologies 2012

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• The level of damping that allows the mass to

return to steady state most quickly with no

overshoot is critical damping.

Ccr = Critical Damping Coefficient (N-s/m) KS = System Spring Rate (N/m) M = System Mass (kg) 

Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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• The ratio of the damping coefficient to the

coefficient at critical damping. Think of it as a

damping rate.

ξ = Damping Ratio (N -s/m) C = Damping coefficient (N-s/m) Ccr = Critical damping coefficient (N-s/m) 

Copyright Kaz Technologies 2012

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Aero RacecarsRide: 0.7-1.1Roll: 6.0-9.0

Milliken

Non-Aero

Racecars

Passenger 

Car 

Critical

Damping

Copyright Kaz Technologies 2012

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• Choose Damping Ratios for:– Low speed compression

– Low speed rebound

– High speed compression

– High speed rebound

Low speed is body control and transitions, high

speed is control over bumps.

• Choose Compression to Rebound Ratio

Copyright Kaz Technologies 2012

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Damping Rates N-s/mm

High Speed

Compression

High Speed

Rebound

Low Speed

Compression

Low Speed

Rebound

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Control two different masses with one damper•Sprung mass•Unsprung mass

Damper has many functions•Control resonant frequencies•Control transient weight transfer rates

Copyright Kaz Technologies 2012

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Compression

Rebound

Low SpeedCompression/Rebound

Ratio

High SpeedCompression/Rebound

Ratio

Copyright Kaz Technologies 2012

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DP Car #1 DP Car #2

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 DP Car # 1 DP Car # 2

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  Most sources I've

read say that

damping curves

should be biased

toward higher

rebound damping

and softer

compression. Is

there any truthbehind this, and if 

so, why is this

better than having

symmetric damping

curves orcompression-

biased curves?

 Typical Damping

Compression Biased

Compression

Compression

Rebound

Rebound

Copyright Kaz Technologies 2012

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In your seminar on damping calculations last

year there was no mention of anti roll bars.

Other sources also neglect to mention them.

Since ARB's can sometimes cause a significant

increase in the wheel rate for single wheel

bumps, shouldn't they be considered whenspecifying dampers for a racecar?

Copyright Kaz Technologies 2012

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All my calculations were based on assumed

weights. What do I do when I place a scaleunder each tire and get the true weight?

Do I rework all my calculations?

Copyright Kaz Technologies 2012

( / )( / )

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Unsprung Mass Natural Frequency

• The undamped resonant frequency of the unsprung mass

K S = Spring Rate (N/m) K S = Spring Rate (N/m) 

KS = Spring Rate (N/m) KT =Tire Rate (N/m) WUS = Unsprung Weight (kg) g= Acceleration due to Gravity (m/sec2) 

Copyright Kaz Technologies 2012

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KR= Ride Rate (N/m)

KW= Wheel Rate (N/m)

KT= Tire Spring Rate (N/m) 

Copyright Kaz Technologies 2012

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 • Motion Ratio

– The ratio of shock/spring travel to wheel travel

Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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• Dyno test dampers

• Damper adjustment range

• Damper fit check• Setup sheet

– Packer gap

• Session sheet• Data analysis pages

Copyright Kaz Technologies 2012

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•Low Hysteresis•Smooth

•No Incongruities•No Lag orCavitation

Copyright Kaz Technologies 2012

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Incongruities

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Loss of dampingforce fromcavitation and lag

Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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S

Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Make sure shocks fit correctly!

– Correct travels• Shock and spring

– Check jounce bumper engagement

– No binding or interferences

Copyright Kaz Technologies 2012

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Must properly position shock at ride

height

• Typically mid stroke at ride height

• Determine shock travel on track

– Use data acquisition

• Check for bottoming/topping

– Use travel indicator on shock rod

Copyright Kaz Technologies 2012

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EventInformation

Chassis Information

Gearbox Information

Aero Information

Session Tabs

Packer Gap

Copyright Kaz Technologies 2012

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Session Information

 Tire Data

Driver Comments

Changes

 Tire Info

Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Understeer Gradient = U/S Grad=

(Steer -ATAN(WB/((Speed*1.467)^2/(Lat*32.167))))))/Lat 

U/S Grad = Understeer Gradient (Deg/G) 

Steer = Tire Steering Angle (deg) 

WB = Wheel Base (inches) 

Speed = Vehicle Speed (mph) Lat = Lateral Acceleration (G)

Understeer = (Lat > 0.5)* U/S Grad  

Copyright Kaz Technologies 2012

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Speed

Throttle Brake

Understeer 

Lateral

 Accelerat ion

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Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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Do you have any tips for using data acquisition

to evaluate damper performance (assuming we

have the standard sensors like accelerometers

and shock travel sensors). What should we be

looking for in the data (i.e. targeting a specificdamper velocity during cornering/braking,

front and rear roll angles stay relatively close

throughout corners etc) ?

Copyright Kaz Technologies 2012

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Wheel Speed

Throttle Brake

Pressure

Lateral

 Accelerat ion

Understeer 

Gradient

Steering Angle

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Steering

Throttle

Damper Displacement

Damper 

Velocity

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Rear Shocks

Steering

Throttle Brake

Understeer 

Packer Engagement

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Front Roll Gradient (1.34) Rear Roll Gradient (1.4)

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Damper Tuning on the Car

What vehicle dynamics test

should I perform once the

car is running?

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Copyright Kaz Technologies 2012

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Copyright Kaz Technologies 2012

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 To make car move at Sprung Mass Resonance

Observe visuallyAnalyze data

Fix pitch, then heaveMay have to adjust spring rates

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Steering

Throttle

Left Damper 

Right Damper 

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Steering

Throttle

Left Damper 

Right Damper 

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Illustration from Optimum G Spring and

Dampers Tech Tip 1, Girafa

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Copyright Kaz Technologies 2012

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 To make wheels resonate or bounce

Observe visually

Analyze data

More AND less compressionMore AND less rebound

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How do I verify my shocks are working as

intended? Say I designed for 1 in bump/droop.

How do I verify that's what I'm (not) getting?

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Rear Shocks

Steering

Throttle Brake

Understeer 

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Stable? Yes, No

Neutral, Understeer or Oversteer?

Neutral, Understeer or Oversteer?

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