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Free Engine Compression Ratio calculator

Enter your bore, stroke and clearance volume to get the static compression ratio and swept volume — or switch to solve mode and find the exact clearance volume that hits your target ratio. Every figure is updated live, as you type.

InputsLive
What do you want to find?
Bore (cylinder diameter)
mm
Stroke
mm
Clearance volumechamber + gasket + deck + dish/dome
cc
Result
Static compression ratio
10.07:1
Swept volume 716.7 cc per cylinder, on 79 cc of clearance volume.
Swept volume (1 cyl.)716.7 cc
Clearance volume79 cc
Clearance for 10:179.6 cc

Static geometric estimate from the values you enter. Measure clearance volumes before machining.

Results are estimates. Consult a professional.

How it's calculated

How the compression ratio calculator works

Compression ratio compares how much space sits above the piston at the bottom of its travel to how much is left at the top. The calculator works out the swept volume of one cylinder from your bore and stroke, adds the clearance volume you measured, and divides the total by that clearance volume. The answer is the static compression ratio — the X in a figure like 10.5:1.

swept volume (cc) = π × (bore ÷ 2)² × stroke ÷ 1000
compression ratio = (swept volume + clearance volume) ÷ clearance volume
This is the standard engine-building formula: static compression ratio is the sum of swept and clearance volume over the clearance volume. The metric swept-volume form here is the millimetre twin of the imperial bore² × 12.8704 × stroke used by Wallace Racing, where 0.7854 is π÷4 and 16.387 converts cubic inches to cc.

Two numbers do the work. Swept volume is fixed by your bore and stroke — it is the same figure that, multiplied by cylinder count, gives engine displacement. Clearance volume is the one you control through the chamber, gasket, deck and piston. Shrink the clearance and the ratio climbs; open it up and the ratio drops.

The variable that matters

What goes into clearance volume

Bore and stroke are stamped in the spec sheet. Clearance volume is not — it is built from four separate measurements, and getting it right is where most compression-ratio estimates live or die. Clearance volume is everything left above the piston when it sits at top dead centre.

Combustion chamber volume

The hollow in the cylinder head, measured in cc. It is the single biggest piece of clearance volume on most engines, and it is what changes when you mill a head or swap to a smaller-chamber casting. Published chamber volumes are a starting point; the real number drifts with valve sizes and any machining.

Head gasket volume

The gasket holds the head off the block by its compressed thickness, and that thin disc of space counts. Its volume is the gasket bore area times the compressed thickness. A larger gasket bore or a thicker gasket adds clearance and lowers the ratio — which is exactly why a thicker gasket is a common way to drop compression for boost.

Deck clearance

The gap between the flat top of the piston and the block deck at top dead centre. If the piston stops below the deck, that gap adds clearance volume; if it pops above the deck, it removes volume. It is small but real, and a zero-deck or negative-deck build changes the ratio noticeably.

Piston dish or dome

A dished piston carves out extra space, so its volume is added to clearance. A domed piston fills space, so its volume is subtracted. This single sign flip catches people out: enter a dome as a positive number and the ratio comes out far too low.

Add the dish, subtract the dome
Total clearance volume = combustion chamber + head gasket + deck clearance + dish (add) − dome (subtract). Get the dome sign wrong and every other measurement is wasted. When you cc the parts yourself, the components already carry their own sign.
Example

A worked compression ratio example

Example: a 101.6 mm bore × 88.4 mm stroke small-block

Marco is checking the compression on a freshened V8 with a 101.6 mm (4.00 in) bore and an 88.4 mm (3.48 in) stroke. He cc'd the parts: a 64 cc chamber, an 8.5 cc head gasket, 2.5 cc of deck clearance and a 4 cc piston dish — a total clearance volume of 79 cc.

Step 1 — Find the swept volume

Half the bore is 50.8 mm. So π × 50.8² × 88.4 ÷ 1000 = 716.69 cc swept per cylinder.

Step 2 — Total the clearance volume

64 + 8.5 + 2.5 + 4 (the dish adds) = 79 cc of clearance volume.

Step 3 — Form the ratio

(716.69 + 79) ÷ 79 = 10.07, so the static compression ratio is 10.07:1.

Step 4 — Solve it the other way

To land on a clean 10:1 instead, Marco needs clearance = swept ÷ (target − 1) = 716.69 ÷ 9 = 79.63 cc. He is 0.6 cc away — a touch more chamber or a hair more gasket gets him there.

10.07:1 — and 79.63 cc gets exactly 10:1
That 0.6 cc gap shows how sensitive the ratio is. Milling the head a few thousandths to chase one number can shove the ratio past where pump fuel is happy, so solve for the clearance you need before you cut metal.
Quick reference

Compression ratio chart by bore and stroke

If you want a ballpark before you measure anything, this table shows the static ratio for common bore-and-stroke combinations at a fixed 60 cc of clearance volume. Change the clearance and every ratio moves, so treat these as a sanity check, not a spec.

Bore × stroke (mm)Swept volume (cc)Static ratio (60 cc clearance)
80 × 86432.38.20:1
86 × 86499.69.33:1
92 × 86571.710.53:1
96 × 82593.510.89:1
100 × 86675.412.26:1
101.6 × 88.4716.712.94:1

All rows use 60 cc of total clearance volume. Swept volume = π × (bore ÷ 2)² × stroke ÷ 1000. Real engines rarely run 60 cc across this whole range — the column shows how bore and stroke alone move the ratio.

How to measure

How to measure clearance volume (cc'ing the parts)

The calculator is only as good as the clearance number you feed it, and the reliable way to get that number is to measure each part with liquid rather than trust the catalogue. Engine builders call this cc'ing. You fill a sealed space with a measured fluid and read how much it took.

  1. Chamber: seal the spark-plug hole and valves, lay a clear plate with a fill hole over the chamber, and fill it with a graduated burette of liquid until full. The reading is the chamber cc.
  2. Gasket: take the gasket bore diameter and the compressed thickness from the spec, then compute the disc volume — bore area times thickness.
  3. Deck: measure how far the piston sits below (or above) the deck at top dead centre with a dial indicator, then treat that gap as a thin cylinder of the bore diameter.
  4. Dish or dome: cc a dished piston the same way as the chamber; take a dome volume from the piston maker and subtract it.

Use a thin fluid — water with a drop of dish soap, or light oil — so air bubbles release and the meniscus reads clean. Measure twice. A 1 cc error on a 60 cc clearance shifts the ratio by roughly two-tenths of a point, which is enough to matter on a knock-limited build.

Filling the chamber and dish with a graduated liquid (a burette) is the standard cc'ing method engine builders use to pin down clearance volume, because catalogue chamber figures rarely match a machined head.
Static vs dynamic

Static vs dynamic compression ratio

This calculator gives the static compression ratio — the pure geometry of the cylinder, valves ignored. The number you feel through octane sensitivity and cranking pressure is the dynamic compression ratio, and it is always lower. The gap between them is the camshaft.

The intake valve does not slam shut at bottom dead centre. It stays open well into the upward compression stroke, so the piston bleeds off some charge before the cylinder truly seals. The later the intake valve closes — a longer-duration cam, more overlap — the less effective stroke is left and the lower the dynamic ratio. That is why two engines with the same static 11:1 can behave nothing alike on the same fuel.

Use static here, then check dynamic for the cam
Static ratio is the right figure for building the short block and for comparing engines on paper. Once you pick a camshaft, run a dynamic compression calculator with the intake-valve-closing angle to see what the engine truly wants for octane.
Choosing a target

What compression ratio should my engine run?

Higher compression squeezes more work from each drop of fuel, so it lifts power and efficiency — up to the point where the charge lights itself before the spark plug fires. That self-ignition is knock, and it is what caps how high you can go. The ceiling depends on fuel octane, chamber design, cooling and whether the engine is boosted.

SetupTypical static ratioNote
Naturally aspirated, 87 octane8.5:1 – 10.5:1Safe on regular pump gas with a modern chamber
Naturally aspirated, 91–93 octane10.5:1 – 12.5:1Premium fuel; common for performance street builds
Forced induction (turbo/supercharged)8.0:1 – 10.0:1Lower static ratio leaves headroom for boost pressure
Race fuel / E8512.0:1 – 15.0:1High-octane fuel resists knock at extreme ratios

General guidance only. Chamber shape, quench, ignition timing, altitude and cooling all shift the safe ceiling. Confirm against your engine builder's and tuner's recommendation before committing.

Compression is one lever among several. If your goal is a power figure, pair this with an engine horsepower estimate to see how the build comes together, and use the solve-for-clearance mode here to hit your ratio without overshooting your fuel.

Definitions

Compression ratio definitions

The geometric ratio of cylinder volume at bottom dead centre to cylinder volume at top dead centre — (swept + clearance) ÷ clearance. It ignores valve timing, so it is fixed by the parts in the engine.
The volume the piston sweeps from bottom dead centre to top dead centre, π × (bore ÷ 2)² × stroke. Multiplied by the number of cylinders, it is the engine's displacement.
The space left above the piston at top dead centre: combustion chamber + head gasket + deck clearance + piston dish (added) or dome (subtracted). The smaller it is, the higher the compression ratio.
The highest point of piston travel, where cylinder volume is at its minimum. Clearance volume is measured at TDC.
The distance from the piston crown to the block deck at TDC. A piston below the deck adds volume; a piston above it (zero or negative deck) removes volume.
The effective ratio after accounting for when the intake valve closes during the compression stroke. Always lower than static, and the figure that best predicts octane needs.
Accuracy

How accurate is this compression ratio calculator?

The math is exact. Swept volume from bore and stroke is fixed geometry, and the ratio is a clean division, so for the numbers you enter the result is right to the decimal. If your bore, stroke and clearance volume are correct, the compression ratio is correct.

The uncertainty lives entirely in the clearance volume. A catalogue chamber figure, a nominal gasket thickness or an assumed deck height can each be off by a cc or more, and those errors stack into the ratio. Measure the parts rather than trust the spec sheet, double-check the dome-versus-dish sign, and remember this is the static ratio — the engine's behaviour on fuel also depends on the camshaft. Treat the figure as an accurate geometric result built on the quality of your measurements.

Questions

Frequently asked questions about the free Engine Compression Ratio calculator

An engine Compression Ratio calculator is a free online tool that helps you calculate static compression ratio from bore, stroke and clearance volume — plus the swept volume, and the clearance volume needed to hit a target ratio. Static compression ratio is the cylinder's volume at bottom dead centre over its volume at top dead centre: It runs entirely in your browser with instant results and no sign-up.
Static compression ratio = (swept volume + clearance volume) ÷ clearance volume. Find the swept volume of one cylinder from π × (bore ÷ 2)² × stroke, then add the clearance volume — the combustion chamber, head gasket, deck clearance and piston dish or dome at top dead centre — and divide the total by that clearance volume. The answer is written as a number to 1, such as 10.5:1.
Clearance volume is the space left above the piston at top dead centre: combustion chamber + head gasket + deck clearance + piston dish (added) or dome (subtracted). It is the only part of the ratio you change with parts, and it is where most estimates go wrong. A dish adds volume and lowers the ratio; a dome fills volume and raises it, so getting that sign right is critical.
Static compression ratio is the pure geometry of the cylinder, ignoring valve timing — this calculator gives the static figure. Dynamic compression ratio accounts for how late the intake valve closes during the compression stroke, so it is always lower. The camshaft sets the gap between them, which is why two engines with the same static ratio can need different octane.
It depends on fuel and whether the engine is boosted. Naturally aspirated engines run roughly 8.5–10.5:1 on regular gas and 10.5–12.5:1 on premium. Forced-induction builds drop to about 8.0–10.0:1 to leave headroom for boost, while race fuel or E85 supports 12:1 and higher. Chamber design, ignition timing and cooling all shift the safe ceiling.
Yes. Milling the head shrinks the combustion chamber, which lowers clearance volume and raises the compression ratio. The effect is sensitive — a small cut can move the ratio a few tenths and push a knock-limited engine past what its fuel allows, so solve for the clearance volume you need before machining rather than after.
About

About this Engine Compression Ratio calculator

This compression ratio calculator runs entirely in your browser — nothing you enter is sent anywhere or stored. It takes your bore, stroke and clearance volume, works out the swept volume of one cylinder, and returns the static compression ratio, with a second mode that solves for the clearance volume needed to hit a target ratio.

It is one of our transportation and automotive calculators, part of the wider free calculator collection. The math is the standard engine-building formula; the accuracy of your result depends on how carefully you measure the clearance volume.

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