Why you can't just place two ramps side by side

Most people's first instinct when two wheels need different heights is to place two ramps independently — one at each wheel, each set to the correct step — and drive on. The problem is timing.

A levelling ramp is a wedge. The thin end faces the approaching vehicle. As the wheel rolls forward it climbs through step 1, step 2, step 3 in sequence. The wheel reaches its target height when it seats into the correct step and the vehicle stops.

If both ramps have their thin ends at the same starting position, both wheels hit their ramps at the same moment and climb at exactly the same rate. But one ramp needs fewer steps — so that wheel reaches its target before the other wheel does. There is no single stopping point where both wheels are simultaneously on their correct step.

The solution is to stagger the ramps in the direction of travel — offset them longitudinally — so both wheels arrive at their target step at the same moment.

The offset rule

Offset the lower ramp forward by one step depth for every step of difference between the two ramps.

The ramp needing the higher step goes closest to the wheel — the vehicle reaches it first. The ramp needing fewer steps goes further away — the vehicle reaches it later, so the lower wheel joins the climb one step behind the higher wheel and they arrive at their respective targets simultaneously.

Driving forward or reversing onto ramps — the same principle applies. The offset is always in the direction of travel. The higher step ramp is always reached first.

The offset technique — illustrated

The diagram below shows a top-down view of two ramps correctly offset. Ramp A (left, rust) needs step 3 — it sits furthest back. Ramp B (right, ochre) needs step 2 — offset one step depth forward. The vehicle travels upward.

Follow the three position markers to see exactly how the climb synchronises:

Top-down view  ·  vehicle travels upward ↑

STEP 1 STEP 2 STEP 3 ★ TARGET ← thin end (vehicle approaches) RAMP A · Step 3 STEP 1 STEP 2 ★ TARGET STEP 3 (unused) ← thin end RAMP B · Step 2 1 STEP DEPTH OFFSET A A Step 1 ground B B Step 2 Step 1 C C Step 3 ✓ Step 2 ✓ ■ STOP HERE DIRECTION OF TRAVEL A — Ramp A engaged, Ramp B not yet reached B — Both ramps engaged, climbing together C — Both at target step simultaneously · STOP

Position A: Left wheel seats into step 1 of Ramp A. Right wheel not yet on Ramp B — still on ground.
Position B: Left wheel on step 2 of Ramp A. Right wheel now climbing step 1 of Ramp B.
Position C — STOP: Left wheel on step 3 of Ramp A ✓    Right wheel on step 2 of Ramp B ✓    Both at target simultaneously.

Why the offset works

The logic is straightforward once you see it. Each step on a ramp represents one unit of forward travel — the distance the vehicle moves to climb from one step to the next is the same on both ramps, because these are the same product.

Ramp A needs 3 steps. Ramp B needs 2. The difference is 1 step. By positioning Ramp B one step depth further forward, you're effectively giving the left wheel a one-step head start before the right wheel even touches its ramp. By the time the right wheel reaches step 1 of Ramp B, the left wheel has already climbed through step 1 and is now on step 2. One more unit of travel puts both wheels simultaneously on their targets.

The vehicle stops when the highest-step wheel seats into its final position. At that exact moment, every other wheel is also at its correct step — because the offset has synchronised their arrival.

💡 Three ramps at different heights — for example steps 3, 2 and 1 — stack the offsets: the step-3 ramp is furthest back, the step-2 ramp is one step depth forward, and the step-1 ramp is two step depths forward. All three wheels arrive at their targets when the vehicle stops at the step-3 position.

How OzLevel Pro simplifies this

OzLevel Pro reads your vehicle's roll and pitch simultaneously in a single sensor reading, then outputs the complete ramp configuration — which step at which wheel position — all at once, before you move.

Without simultaneous multi-wheel data, you'd need to measure each axis separately, work out the step requirements manually, calculate the offset, and hope you've correctly accounted for the interaction between roll and pitch. OzLevel does all of that and gives you a simple set of numbers.

You read the output, apply the offset rule, place the ramps, drive forward once. The hardest campsites reduce to a straightforward placement exercise.

Practical placement tips

⚠️ Maximum three ramps. In any real-world levelling scenario you will never need to raise more than three wheel positions simultaneously. The practical maximum is both wheels on one axle plus one wheel on the other.

Summary

When each wheel needs a different step height, place the ramps staggered in the direction of travel — the higher-step ramp furthest back, each additional ramp offset forward by one step depth per step of difference. Drive forward once and all wheels reach their target step simultaneously.

OzLevel Pro gives you the complete step configuration before you move. You apply the offset, place the ramps, drive on. One pass. No guessing.

It looks like a puzzle until you understand the offset rule. After that it becomes completely mechanical.