Modification Cost per BHP Calculator
Compare the cost of a modification against the power it gains. Enter parts, labour, tuning and other costs alongside before-and-after power figures to see total cost, BHP gained, percentage increase and cost per BHP — for up to three options side by side.
Power unit
Power figures
Options to compare
Results
Option 1
Total modification cost
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Enter before and after power to see the gain.
How this calculator works
Add up everything the modification costs — parts, labour, mapping or tuning, and any other costs — then divide that total by the power gained. The before-and-after figures are converted to BHP from your chosen unit (BHP, kW or PS) so every option is compared on the same basis.
BHP gained = after BHP − before BHP
Percentage increase = BHP gained ÷ before BHP × 100
Cost per BHP = total cost ÷ BHP gained
1 mechanical BHP = 0.7456998715822702 kW
1 PS = 0.73549875 kW
Worked example: £600 parts + £200 labour + £400 tuning = £1,200 total, taking power from 200 to 240 BHP. BHP gained = 40, percentage increase = 40 ÷ 200 × 100 = 20%, and cost per BHP = £1,200 ÷ 40 = £30 per BHP.
If the power gain is zero or negative, the calculator shows the actual power change but reports cost per BHP as “Not applicable — no power gain”. It never divides by zero or ranks a negative gain as good value.
Comparing modifications fairly
Compare figures measured on a consistent basis, ideally using comparable dyno conditions — the same dyno, similar ambient temperature and the same correction factor. Do not mix wheel horsepower and engine horsepower, because drivetrain losses make wheel figures lower for the same engine.
Estimated gains are not guaranteed; they are a tuner’s or manufacturer’s prediction and can fall short in practice. Cost per BHP is a value-for-money signal only — it does not account for reliability, handling, drivability, emissions or other benefits a modification may bring.
For several modifications carried out together, use an overall before-and-after figure from a single dyno session rather than adding each part’s advertised gain together. Advertised gains are rarely cumulative and stacking them usually overstates the real result.
Frequently asked questions
Why does it say “Not applicable — no power gain”?
Should I use measured or estimated power?
Can I compare options in different power units?
Does a lower cost per BHP always mean the better modification?
Are the results rounded?
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