Calculate ankle-brachial index (ABI) from ankle and brachial systolic pressures in mmHg, cmHg, or kPa and view the unitless ratio.

Ankle-Brachial Index (ABI) Calculator

Enter the measured ankle and brachial systolic pressures to calculate ABI (unitless ratio).

Tip: If you have multiple readings, clinicians often use the higher ankle artery pressure for the leg and the higher brachial pressure (unless advised otherwise).

Medical disclaimer: This calculator is for educational purposes only and does not provide medical advice or a diagnosis. ABI measurement technique and interpretation should be performed or confirmed by a qualified healthcare professional (especially if you have diabetes, kidney disease, or suspected calcified/noncompressible arteries). If you have severe symptoms such as rest pain, a suddenly cold/pale/blue foot, sudden worsening leg pain, or non-healing wounds, seek urgent medical care or call your local emergency number.

Ankle-Brachial Index (ABI) Formula

The ankle-brachial index is a unitless ratio that compares the systolic blood pressure measured at the ankle with the systolic blood pressure measured at the arm.

ABI = Pₐnkle / P_brachial
  • ABI = ankle-brachial index, a unitless ratio
  • P_ankle = ankle systolic pressure, converted to mmHg
  • P_brachial = brachial systolic pressure, converted to mmHg

If you enter pressure values in cmHg or kPa, the calculator first converts each value to mmHg, then applies the ABI formula.

PₘmHg = P_cmHg * 10
PₘmHg = PₖPa * 7.50062
  • P_mmHg = pressure in millimeters of mercury
  • P_cmHg = pressure in centimeters of mercury
  • P_kPa = pressure in kilopascals

The calculator’s main function is to divide ankle systolic pressure by brachial systolic pressure after both values are in the same unit. It also flags entries that are outside typical adult pressure ranges and notes when the ABI is unusually high.

ABI Result Ranges

The table below gives common ABI interpretation ranges. ABI results should be interpreted with symptoms, exam findings, and clinician judgment.

ABI value Common interpretation What it may suggest
1.00 to 1.40 Normal range Typical blood flow ratio between ankle and arm
0.91 to 0.99 Borderline May need follow-up if symptoms or risk factors are present
0.41 to 0.90 Abnormal May suggest peripheral artery disease
0.40 or lower Severely abnormal May suggest severe arterial disease
Above 1.40 Noncompressible range Can occur with stiff or calcified arteries; additional testing may be needed

Pressure Unit Conversions Used

Entered unit Conversion to mmHg Example
mmHg Multiply by 1 120 mmHg = 120 mmHg
cmHg Multiply by 10 12 cmHg = 120 mmHg
kPa Multiply by 7.50062 16 kPa = 120.010 mmHg

Example ABI Calculations

Example 1: You measure an ankle systolic pressure of 110 mmHg and a brachial systolic pressure of 125 mmHg.

ABI = 110 / 125 = 0.880

The ABI is 0.880, which falls in the abnormal range in the table above.

Example 2: You enter an ankle pressure of 15 cmHg and a brachial pressure of 18 kPa.

Pₐnkle = 15 * 10 = 150 mmHg
P_brachial = 18 * 7.50062 = 135.011 mmHg
ABI = 150 / 135.011 = 1.111

The ABI is about 1.111, which is within the normal range.

FAQ

Which ankle pressure should you use for ABI?

When more than one ankle artery pressure is measured, clinicians commonly use the higher ankle systolic pressure for that leg. If you were given specific instructions by a clinician or testing protocol, follow those instructions.

Which brachial pressure should you use?

ABI is often calculated using the higher brachial systolic pressure from the two arms, unless a clinician advises a different method. Using the higher arm pressure helps avoid overestimating the ABI when one arm pressure is lower because of arterial narrowing.

Can ABI diagnose peripheral artery disease by itself?

ABI is an important screening and assessment value, but it is not the whole diagnosis by itself. Symptoms, medical history, pulse exam, risk factors, and sometimes additional vascular tests are used to interpret the result. An ABI above 1.40 can also be hard to interpret because arteries may be noncompressible.