Ride Height Calculator
Calculate ride height adjustments, rake angle, cross-weight balance, and coilover adjustment turns.
Current Ride Heights (inches)
Target Heights (inches)
Vehicle Dimensions
Current Stance
Level Check
Vehicle appears level
Adjustment Required
Preload Changes
Roll Angles (Static)
What the Ride Height Calculator Does
The ride height calculator turns four corner measurements into a complete suspension picture: average front and rear stance, rake, side-to-side level, cross-weight balance, the adjustment each corner needs to reach a target, and the approximate number of coilover turns to get there. Ride height is the vertical distance from a fixed reference point on the chassis to the ground, and it controls center of gravity, aerodynamic balance, suspension travel, and how evenly load is distributed across the tires.
Instead of guessing at the garage, you enter the measured height at the front left, front right, rear left, and rear right corners along with your target front and rear heights. The calculator immediately reports whether the car sits level, how much rake it carries, and what each corner must move. Because small ride-height changes have outsized effects on handling, having the numbers worked out before you touch a spanner saves time on the alignment rack and prevents the trial-and-error spiral that leads to an unbalanced setup.
This tool is aimed at enthusiasts running coilovers or adjustable springs, autocross and track-day drivers chasing a neutral balance, and anyone lowering a daily driver who wants a level, predictable stance. The math is deliberately transparent so you can follow every output back to the measurements you typed in.
How the Calculations Work
Every output comes from simple, auditable arithmetic on your four corner heights. The average front height is the mean of the two front corners and the average rear is the mean of the two rear corners. Rake is the average rear minus the average front, so a car that sits higher at the back carries positive rake. The calculator also converts that rake into a chassis angle using the wheelbase as the horizontal run.
Level is judged two ways. The front side-to-side difference is front left minus front right, and the rear side-to-side difference is rear left minus rear right; the tool flags the car as level when both are within 0.25". Cross-weight is estimated as the sum of one diagonal (front left plus rear right) minus the other diagonal (front right plus rear left); a difference under 0.5" is treated as balanced. The adjustment for each corner is simply the target height minus the current height, and the static roll angle at each axle is the arctangent of the side-to-side height split over the track width.
| Output | How it is found |
|---|---|
| Average front | (FL + FR) / 2 |
| Average rear | (RL + RR) / 2 |
| Rake | avgRear − avgFront |
| Cross-weight diff | (FL + RR) − (FR + RL) |
| Corner adjustment | target − current |
Core Ride Height Formulas
Where:
- FL, FR= Current front-left and front-right ride heights (inches)
- RL, RR= Current rear-left and rear-right ride heights (inches)
- wheelbase= Distance between front and rear axles (inches), used as the run for rake angle
- rake= Average rear height minus average front height; positive means tail-high
- rakeAngle= Chassis rake expressed in degrees via the arctangent of rake over wheelbase
Understanding Rake and Cross-Weight
Rake is the difference in height between the rear and front of the car. A small amount of nose-down rake (front lower than rear) is common on track cars because it shifts mechanical and aerodynamic balance forward, sharpening turn-in. Too much rake unloads the front under braking or upsets the underbody airflow. The calculator reports rake in inches and as an angle so you can compare against a target window rather than chasing a single number.
Cross-weight, sometimes called wedge, describes how diagonally opposed corners share the load. When the front-left/rear-right diagonal carries the same height as the front-right/rear-left diagonal, the car tends to behave symmetrically in left and right corners. A height-based cross-weight difference hints that one corner is preloaded relative to its diagonal partner, which on a scaled car would show up as cross-weight percentage drifting away from 50%. While true corner balancing needs scales, this calculator gives a fast geometric proxy that flags an imbalance before you invest in a full corner-weighting session.
The side-to-side readings round out the picture. A level car keeps both front and rear left-right splits inside 0.25". If one side sits noticeably higher, the tool recommends a height adjustment; if both the level check and the cross-weight check fail, it suggests inspecting for bent suspension components or an uneven load such as a half-full fuel tank or a heavy driver without ballast.
Coilover Turns and Preload Estimates
Adjustable coilovers raise or lower a corner by threading the spring perch or the lower mount up or down a threaded body. This calculator assumes a common 14 threads per inch coilover body, so the estimated turns for a corner equal the required height change multiplied by 14. A one-inch drop therefore works out to about 14 turns. The tool labels each result as turns "up" or "down" based on whether the target is higher or lower than the current measurement.
The preload figure estimates the change in spring force at each corner by multiplying the height adjustment by the spring rate, assuming a 1:1 motion ratio. With a 500 lb/in front spring, lowering the front an inch corresponds to roughly 500 lb of force change in this simplified model. Real cars have a motion ratio below 1.0 at most corners, so treat the preload number as a directional comparison between corners rather than an exact wheel-rate figure. It is most useful for spotting which corner will see the largest force swing when you make a planned change.
Always recheck heights after the suspension settles. Bouncing the car or rolling it forward and back lets the bushings and bearings relax so the spanner-derived numbers match what you measure on the ground.
How to Measure Ride Height Accurately
Garbage in, garbage out: the calculator is only as good as your measurements. Work on a flat, level surface such as a known-flat garage floor or a set of leveling pads. Set tire pressures to your normal running values, because a few PSI changes the rolling radius and the measured height. Add your usual driving load, including a driver-weight ballast if you set the car up alone, since weight transfer shifts every corner.
Pick a single, repeatable reference point at each corner, such as the center of the wheel hub to the ground, the pinch weld, or a fixed point on the chassis rail, and use the same point on both sides so left and right are comparable. Roll the car forward at least one full wheel revolution and let the suspension settle before measuring; pushing down on a corner and releasing it skews the reading. Measure each corner two or three times and average them.
- Front Left / Front Right / Rear Left / Rear Right: measured ride height at each corner in inches.
- Target Front / Target Rear: the stance you are aiming for at each axle.
- Wheelbase & track width: used for rake angle and roll angle geometry.
- Spring rates: front and rear linear rates in lb/in for the preload estimate.
Why Ride Height Matters for Handling
Ride height is one of the highest-leverage adjustments in suspension tuning. Lowering the car drops the center of gravity, which reduces weight transfer and body roll for flatter, more responsive cornering. Go too low, however, and you sacrifice suspension travel, risk bottoming out, and can move the roll center to a position that actually increases roll and degrades camber control. The right height is a balance between grip, travel, and clearance for your specific car and roads.
Front-to-rear balance set by rake influences whether the car understeers or oversteers, while a level side-to-side stance and balanced cross-weight keep the car behaving the same in both directions. For a daily driver, a level, slightly raked stance looks right and preserves comfort; for a track car, a few tenths of nose-down rake plus carefully balanced cross-weight can shave meaningful time. This ride height calculator lets you plan those changes numerically, so each trip to the alignment shop or the corner scales starts from a known baseline instead of a guess.
Worked Examples
Default Setup: Rake and Front Adjustment
Problem:
Front corners both 14.0", rear corners both 14.5", target front 13.0", target rear 13.5", wheelbase 108". Find the rake, rake angle, and the front-corner adjustment with coilover turns.
Solution Steps:
- 1Average front = (14.0 + 14.0) / 2 = 14.0"; average rear = (14.5 + 14.5) / 2 = 14.5".
- 2Rake = 14.5 − 14.0 = +0.5" (tail-high); rake angle = atan(0.5 / 108) × 180/π ≈ 0.27°.
- 3Front-left adjustment = target − current = 13.0 − 14.0 = −1.0"; turns = 1.0 × 14 = 14 turns up.
Result:
The car carries +0.5" of rake (about 0.27°), and each front corner needs to come down 1.0", roughly 14 coilover turns up on a 14-TPI body.
Side-to-Side Level and Front Roll Angle
Problem:
Front left 14.0", front right 13.5", front track 62". Is the front level, and what is the static front roll angle?
Solution Steps:
- 1Front side-to-side = FL − FR = 14.0 − 13.5 = +0.5".
- 20.5" exceeds the 0.25" level threshold, so the front is flagged as not level.
- 3Front roll angle = atan(0.5 / 62) × 180/π ≈ 0.46°.
Result:
The front is 0.5" high on the left, beyond the level tolerance, producing about 0.46° of static roll at the front axle.
Cross-Weight Check
Problem:
Front left 14.2", front right 14.0", rear left 14.5", rear right 14.0". Compute the cross-weight difference.
Solution Steps:
- 1Diagonal 1 = FL + RR = 14.2 + 14.0 = 28.2".
- 2Diagonal 2 = FR + RL = 14.0 + 14.5 = 28.5".
- 3Cross-weight diff = 28.2 − 28.5 = −0.3", which is inside the 0.5" balanced threshold.
Result:
The cross-weight difference is −0.3", under the 0.5" tolerance, so the diagonals are treated as balanced.
Rear Preload from a Planned Drop
Problem:
Rear left 14.5", target rear 13.5", rear spring rate 450 lb/in. Estimate the rear-left adjustment, preload change, and turns.
Solution Steps:
- 1Rear-left adjustment = 13.5 − 14.5 = −1.0".
- 2Preload change = adjustment × spring rate = −1.0 × 450 = −450 lb (force reduced as the corner lowers).
- 3Turns = 1.0 × 14 = 14 turns up on a 14-TPI coilover body.
Result:
Dropping the rear left 1.0" reduces the modeled spring force by about 450 lb and takes roughly 14 turns up.
Tips & Best Practices
- ✓Measure on a flat, level surface with normal tire pressures and your usual driving load.
- ✓Roll the car forward a full wheel revolution and let the suspension settle before measuring.
- ✓Use the same reference point on both sides so left and right corners are directly comparable.
- ✓Add driver-weight ballast if you set the car up alone, since weight changes every corner.
- ✓Aim for both side-to-side splits under 0.25" before chasing rake or cross-weight.
- ✓Make small height changes, recheck, and re-measure rather than dialing in everything at once.
- ✓Scale your coilover turns if your body uses a thread pitch other than 14 TPI.
- ✓Confirm geometry with corner scales when handling balance, not just stance, is the goal.
Frequently Asked Questions
Sources & References
Last updated: 2026-06-05
Help us improve!
How would you rate the Ride Height Calculator?
Editorial Note
MyCalcBuddy Editorial Team
This page is maintained as an educational calculator reference.
Formula Source: Standard Mathematical References
by Various