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Calcimator

Intercooler Sizing Calculator

Intercooler efficiency from charge air temp and flow rate.

About this calculator

A turbocharger or supercharger's compressor heats intake air simply by compressing it -- an unavoidable consequence of adiabatic compression, where squeezing a gas into a smaller volume raises its temperature even before combustion enters the picture. Hotter intake air is less dense, which means less oxygen mass per cylinder fill and reduced power for a given boost level, plus a greater risk of detonation. An intercooler removes that compression heat before the charge reaches the engine, and its performance is described by effectiveness (ε): the fraction of the temperature difference between the hot compressed air and the cold ambient (or coolant) air that the intercooler actually removes.

A well-designed front-mount air-to-air intercooler typically reaches 75-85% effectiveness, while a basic stock unit might only hit 60-70% and a top-tier aftermarket core can approach 90-95%. Because density scales with the ratio of absolute temperatures (Kelvin or Rankine, not Fahrenheit or Celsius), even a modest percentage effectiveness improvement translates directly into a meaningful density -- and therefore power -- gain at the same boost level. The core sizing and heat-rejection figures here are estimation aids built from standard air properties (specific heat, sea-level density) and an industry rule-of-thumb core volume per unit of airflow, not a precise published sizing correlation -- real core selection also depends on core thickness, fin density, and airflow through the core, which vary by manufacturer and design.

Inputs

psi
°F
%
%

Results

IC outlet temp (°F)

122

Temp reduction (°F)

127

Compressor outlet (°F)250
Density gain (%)21.9
Est. power gain (%)21.9
Heat rejection (BTU/hr)15,190
Core volume (in³)90
Mass flow (lb/min)8.28
Core Depth (in)4.93
How to Use This Calculator
  1. Enter Boost pressure (PSI), Ambient temp (°F), and Compressor efficiency (%).
  2. Set Intercooler efficiency (%), Airflow (CFM), and Intercooler Type (air-to-air or air-to-water).
  3. Review IC outlet temp (°F) and Temp reduction (°F).
  4. Use Compressor outlet (°F) and Density gain (%) to inform your decision.

How the result changes with Intercooler efficiency (%)

Intercooler efficiency (%)IC outlet temp (°F)Temp reduction (°F)
4018268
5615595
9588161

What each input means

Boost pressure (PSI)
Turbo/supercharger boost pressure in PSI gauge.
Ambient temp (°F)
Outside air temperature in degrees Fahrenheit.
Compressor efficiency (%)
Turbo compressor adiabatic efficiency (typically 65-78%).
Intercooler efficiency (%)
Desired intercooler effectiveness: 60-70% stock, 75-85% good aftermarket, 85-95% top-tier.
Airflow (CFM)
Compressor airflow in cubic feet per minute at target boost and RPM.
Intercooler Type
Air-to-air (front-mount) or air-to-water intercooler.

What each result means

Compressor outlet (°F)
Hot compressed air temperature entering the intercooler.
IC outlet temp (°F)
Charge air temperature after the intercooler.
Temp reduction (°F)
Temperature drop across the intercooler.
Density gain (%)
Percentage increase in air density from intercooling.
Est. power gain (%)
Approximate power improvement from denser intake charge.
Heat rejection (BTU/hr)
Total heat the intercooler must dissipate.
Core volume (in³)
Recommended minimum intercooler core volume.
Mass flow (lb/min)
Air mass flow rate through the intercooler.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    6 parameters
    Boost pressure (PSI) = 15, Ambient temp (°F) = 80, Compressor efficiency (%) = 70, Intercooler efficiency (%) = 75, Airflow (CFM) = 60, Type = 0 = 6 input(s) provided
  2. Calculate IC outlet temp
    IC outlet temp = compressorOutletTempF - targetIcEfficiency * (compressorOutletTempF - coldSid...
    122 = 122
  3. Calculate Temp reduction
    Temp reduction = compressorOutletTempF - icOutletTempF
    127 = 127
  4. Calculate Compressor outlet
    Compressor outlet = ambientRankine + (ambientRankine * (pow(pressureRatio, 0.283) - 1)) / compressorEfficiency - 460
    250 = 250
  5. Calculate Density gain
    Density gain = ((compressorOutletTempF + 460) / (icOutletTempF + 460) - 1) * 100
    21.9 = 21.9

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does compressing air heat it up even before it reaches the engine?

Compressing a gas does real thermodynamic work on it, and that work has to go somewhere -- for an adiabatic (no heat exchanged with the surroundings during the brief compression event) process, it goes into raising the gas's internal energy, which shows up as a temperature increase. This is the same effect that makes a bicycle pump warm up during use; a turbo or supercharger compressor does the same thing to intake air, just at a much larger scale and higher pressure ratio.

Why does hotter intake air reduce engine power even at the same boost pressure?

Power ultimately comes from the mass of oxygen (and fuel) burned per cycle, not from pressure alone -- and air density is inversely proportional to its absolute temperature at a given pressure. Hotter charge air is less dense, so the same cylinder volume traps less air mass even though the boost gauge reads the same PSI, which is exactly why intercooling improves power at a fixed boost level rather than only mattering for detonation safety.

Why does raising intercooler effectiveness matter more at higher boost?

Higher boost pressure produces a larger compressor-outlet temperature rise to begin with (via the adiabatic compression relationship), so there's a bigger hot-to-cold temperature gap for the intercooler to work with. A fixed percentage effectiveness removes a larger ABSOLUTE number of degrees from that bigger gap, which is why intercooling matters increasingly more as boost pressure climbs -- a marginal intercooler that's adequate at low boost can become a real bottleneck at higher boost levels.

Are the core volume and heat rejection numbers precise enough to buy hardware from?

Treat them as sizing estimates for comparing options, not exact specifications -- core volume here uses a simplified rule-of-thumb ratio to airflow rather than a manufacturer's core-specific flow and pressure-drop data, and real core selection also depends on core thickness, fin density, and end-tank design. Cross-check against a specific intercooler manufacturer's flow bench data or sizing chart before committing to a purchase for a serious build.

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