Aviation ToolExpert

Airspeed Calibration & Error Solver (IAS, CAS, EAS, TAS & Mach)

Convert Indicated Airspeed (IAS) to Calibrated (CAS), Equivalent (EAS), True Airspeed (TAS), and Mach.

Last reviewed by the myCalculator Editorial Team

Input Parameters

KIAS
kts

Instrument and position correction from aircraft POH calibration chart

ft
°C

Calculation Results

True Airspeed (TAS)
207.8 KTAS (385 km/h)
Calibrated Airspeed (CAS)
122 KCAS (Error: +2 kts)
Equivalent Airspeed (EAS)
120.9 KEAS
Mach Number
M 0.32 (Speed of sound: 650 kts)
Air Density (ρ) & Density Ratio (σ)
0.415 kg/m³ (σ = 33.8% of sea level)
Airspeed Increase above IAS
+73.2% (+87.8 kts)
Summary: At 8,500 ft PA and 5°C, an Indicated Airspeed of 120 KIAS converts to 122 KCAS, 120.9 KEAS, and a True Airspeed of 207.8 KTAS (385 km/h, Mach 0.32).
Step-by-Step Calculation Solution
1.Calibrated Airspeed (CAS) = IAS (120) + Position Error (2) = 122 KCAS
2.Ambient Air Density Ratio (σ) = P/P₀ × (T₀/T) = 0.327 × (288.15 / 278.2) = 0.3384
3.Speed of Sound (a) = 20.05 × √T(K) = 20.05 × √278.2 = 650 knots
4.Equivalent Airspeed (EAS) = CAS / Compressibility Factor = 120.9 KEAS
5.True Airspeed (TAS) = EAS / √σ = 120.9 / √0.3384 = 207.8 KTAS
6.Mach Number = TAS / Speed of Sound = 207.8 / 650 = 0.32

Formula & How Airspeed Calibration & Error Solver (IAS, CAS, EAS, TAS & Mach) Works

Mathematical Formula
CAS = IAS + Error | EAS = CAS × [1 - 0.5(1-δ)M²] | TAS = EAS / √σ | Mach = TAS / a

The airspeed indicator shows IAS, which is converted in steps: IAS plus the instrument and position error gives CAS, correcting CAS for compressibility gives EAS, and correcting for air density gives TAS. With an IAS of 120 knots and a 2-knot position error, CAS is 122 knots. At 8,500 ft pressure altitude and 5°C, the air is thinner, and a rule of thumb of 2% per 1,000 ft gives a TAS of about 122 × 1.17 = 143 knots. Mach number is TAS divided by the local speed of sound. TAS is what you need for navigation and flight planning, while IAS is what drives the aircraft's handling and stall speed, so keep both in mind.

How to Calculate Airspeed Calibration & Error Solver (IAS, CAS, EAS, TAS & Mach) (Step-by-Step)
  1. Enter Indicated Airspeed / IAS (knots) (KIAS): Input your target parameter value.
  2. Enter Pitot-Static Position / Instrument Error (knots) (kts): Input your target parameter value.
  3. Enter Pressure Altitude (ft) (ft): Input your target parameter value.
  4. Enter Outside Air Temperature / OAT (°C) (°C): Input your target parameter value.
  5. Apply Formula: Calculate using CAS = IAS + Error | EAS = CAS × [1 - 0.5(1-δ)M²] | TAS = EAS / √σ | Mach = TAS / a.
  6. Review Results: View exact computed answers, metrics, and worked mathematical proofs.
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Frequently Asked Questions (FAQs)

Why is True Airspeed higher than Indicated Airspeed at altitude?

Because air density decreases with altitude, fewer air molecules enter the pitot tube for a given speed. The aircraft must fly faster through the air (higher TAS) to generate the same dynamic pressure reading on the ASI (IAS). TAS increases roughly 1.5% to 2% per 1,000 ft of altitude.

When does compressibility become significant?

Compressibility effects become noticeable above 200 knots and significant above Mach 0.4 (approx 250 KTAS), where ram air compression in the pitot tube causes the ASI to read slightly higher than actual Equivalent Airspeed.

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Official Regulatory & Government Data Sources

Authoritative Standards & Verified Reference Citations

Independent & Verified

Calculations and mathematical logic on this page are grounded in published statutory rules, regulatory standards, and official government data published by the following bodies:

Civil Aviation Safety Authority (CASA)Government
Australian Government Statutory Authority

CASR Part 91 general operating and flight rules, Part 121 fuel reserves, and flight crew licensing standards.

www.casa.gov.au
Bureau of Meteorology (BOM Aviation)Government
Australian Government Meteorological Agency

Aviation weather services, standard atmosphere (ISA) profiles, METAR/TAF aerodrome weather reports.

www.bom.gov.au/aviation/
Airservices Australia (AIP & ERSA)Regulatory
Australian Air Navigation Authority

Aeronautical Information Publication (AIP), En Route Supplement Australia (ERSA), and airspace procedures.

www.airservicesaustralia.com
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Australian airspace classes (A, C, D, E and G), flying VFR beneath controlled-airspace steps, transponder use, and the habits that prevent an unauthorised airspace incursion.

Operational Scenario

Operational Scenario: VFR Coastal Transit Beneath Melbourne Class C Steps
You are routing VFR southbound along the Port Phillip coastline. The controlled airspace above steps down from 4,500 ft to 2,500 ft, and then to 1,500 ft near a Class D control zone. Air transport arrivals are descending through 3,000 ft in the Class C airspace just above you.

Practical Decisions

  • •Plan to stay clearly below the lower limit of each controlled-airspace step, with a buffer for altimeter and navigation error, unless you hold an ATC clearance.
  • •Altimeter discipline: set the current area QNH. An error of 10 hPa is roughly 300 ft of altitude — enough to put you inside a step.
  • •If your aircraft has a serviceable transponder, it must be active at all times in flight, with Mode C (altitude) operating continuously if fitted (AIP ENR 1.1 para 10.5.1).
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