Updated Fitness Energy Tool

Running Calories Calculator

Estimate calories burned from running by combining distance, pace, speed, incline and time. The calculator uses ACSM running VO₂ equations and MET-based energy formulas to show calories, METs, kcal per minute and more.

Distance and Pace Speed and Incline ACSM VO₂ and METs Pace–Speed–Calories Table

Interactive Running Calories Calculator

Use the tabs to switch between basic distance and pace, incline/grade running, speed–pace conversion, VO₂-based energy cost and a running calories table. This helps you understand how body weight, speed and incline change your calorie burn.

min sec
km/h mph
You can set pace or speed. The calculator internally keeps them consistent when you click calculate.

This mode uses the ACSM running VO₂ equation at zero grade to estimate oxygen cost and converts that into kilocalories using your body weight and total running time.

km/h mph
minutes

This mode uses the full ACSM running equation VO₂ = 0.2 × speed + 0.9 × speed × grade + 3.5 with speed in meters per minute and grade as a decimal.

min sec
km/h mph
Enter weight and time to estimate calories at this pace or speed.
minutes

This mode keeps pace and speed consistent and optionally computes calories per minute using the VO₂ equation at zero grade.

km/h mph
minutes

This tab reports the ACSM running VO₂ estimate, the corresponding MET value and calories per minute and in total for the duration you enter.

to
Table will step through this range in 1 km/h increments.

This table assumes level running (grade = 0) and uses the ACSM VO₂ equation to estimate energy cost at each speed.

Running Calories Calculator – VO₂, METs, Pace, Speed And Distance In One Place

Running is one of the most popular ways to improve fitness and burn calories. To estimate how much energy you spend, you can use rules of thumb like “about 1 kilocalorie per kilogram per kilometer,” or more detailed formulas based on oxygen consumption and MET values. This Running Calories Calculator on MyTimeCalculator combines these ideas with the ACSM running equations so you can see calories burned for a given distance, pace, speed, incline and time.

The core idea is that running at a given pace requires a certain oxygen cost per kilogram of body mass per minute. When you know that oxygen cost, you can convert it into an approximate energy cost in kilocalories per minute and then multiply by the duration of your run.

ACSM Running VO₂ Equation

For steady-state running on a treadmill or flat surface, the American College of Sports Medicine uses the following equation for oxygen cost per kilogram per minute:

VO₂ = 0.2 × speed + 0.9 × speed × grade + 3.5

where

  • VO₂ is in milliliters of oxygen per kilogram per minute (ml/kg/min)
  • speed is in meters per minute (m/min)
  • grade is treadmill incline expressed as a decimal (for example, 0.02 for 2%)
  • 3.5 ml/kg/min represents resting oxygen cost (approximately 1 MET)

For running on level ground with grade = 0, this simplifies to

VO₂ = 0.2 × speed + 3.5

From VO₂ To Calories Per Minute

Once you know VO₂, you can estimate calories burned per minute using this approximation:

kcal per minute ≈ VO₂ × weight_kg / 200

This comes from the convention that 1 liter of oxygen consumption is worth about 5 kilocalories, and 1 liter is 1000 milliliters. Combining the units gives the 200 factor in the denominator.

The total energy cost for a running session lasting T minutes is then

kcal total ≈ VO₂ × weight_kg × T / 200

Using METs To Approximate Running Energy Cost

MET stands for metabolic equivalent. One MET is defined as a resting oxygen consumption of 3.5 ml/kg/min. If an activity has a MET value M, its oxygen cost is

VO₂ = 3.5 × M

Plugging this into the calorie formula gives

kcal per minute ≈ MET × 3.5 × weight_kg / 200

and

kcal total ≈ MET × 3.5 × weight_kg × T / 200

The ACSM equation effectively generates a VO₂ value that can be converted to a MET value by dividing by 3.5:

MET = VO₂ / 3.5

Rule Of Thumb: 1 kcal Per kg Per km

A widely used rule of thumb for running on level ground at comfortable speeds is

kcal total ≈ weight_kg × distance_km

This means that a 70 kg runner burns roughly 70 kilocalories per kilometer, or about 350 kilocalories over 5 km. This is a useful mental shortcut, but it ignores pace, biomechanics, incline and wind. The calculator uses VO₂-based formulas instead, while this rule of thumb can be used as a quick sense-check.

Pace, Speed And Distance Relationships

Pace and speed are two ways of expressing the same thing:

  • Pace in minutes per kilometer: tkm minutes per km
  • Speed in km/h: vkmh km/h

They are related by

vkmh = 60 / tkm

and

tkm = 60 / vkmh

For miles instead of kilometers,

  • Pace in minutes per mile: tmile
  • Speed in mph: vmph = 60 / tmile
  • vkmh = 1.60934 × vmph

Total time is determined by distance and speed:

time_hours = distance_km / vkmh

time_minutes = 60 × distance_km / vkmh

How The Running Calories Calculator Uses These Formulas

The calculator organizes everything into five tabs:

  • Basic Running Calories: You enter weight, distance and pace. The calculator converts pace to speed, computes VO₂ at grade 0 using VO₂ = 0.2 × speed + 3.5, then uses kcal/min = VO₂ × weight_kg / 200 to estimate calories per minute and total calories for the distance.
  • Incline And Grade Running: You enter weight, speed, grade and time. The calculator uses VO₂ = 0.2 × speed + 0.9 × speed × grade + 3.5 to account for incline, then converts VO₂ to METs and calories per minute and total calories.
  • Speed And Pace Converter: You can enter pace or speed, and the tool outputs consistent pace values in both min/km and min/mile plus speed in km/h and mph. If you also provide weight and time, it estimates calories per minute and total calories at that intensity.
  • VO₂ And METs: This tab focuses on the ACSM VO₂ equation. You see VO₂, METs, calories per minute and total calories for a given speed, grade, time and body weight.
  • Running Calories Table: You enter weight, distance and a speed range. The calculator builds a table with pace, speed, total time and estimated calories for each speed in the range, assuming level running.

Interpreting The Results

Because the formulas are based on averages, your personal calorie burn may be higher or lower depending on running economy, terrain, weather and training status. Use the outputs as approximate guidance rather than an exact measurement. The most useful applications are comparing different running plans, pacing choices and incline settings under a consistent formula.

Practical Tips For Using The Running Calories Calculator

  • Use the basic tab to get a quick estimate for common runs such as 5K, 10K and half marathon distances.
  • Use the incline tab when you run on a treadmill with grade or on hilly routes where you want to see how much incline increases energy cost.
  • Use the converter tab to move between min/km, min/mile, km/h and mph and to match a training plan written in a different unit system.
  • Use the VO₂ tab to understand how METs and VO₂ values relate to calories and to compare the intensity of different workouts.
  • Use the table tab to see how much extra energy faster paces demand over the same distance, which is useful for pacing and fueling strategies.

This calculator is for education, planning and fitness tracking. It does not give medical advice and should not replace clinical testing or professional coaching.

Running Calories FAQs

Frequently Asked Questions About Running Calories

Short answers to help you interpret VO₂, METs, pace, speed and calorie estimates for running.

Exercise science equations are written in SI units, so speed is expressed in meters per minute and VO₂ in ml/kg/min. The calculator handles all necessary conversions from km/h or mph into m/min so you can work with the units you prefer while still using the standard equations internally.

Faster running increases VO₂, METs and calories per minute, but you may run a given distance faster, so the time component can decrease. For a fixed distance, energy cost tends to rise gradually with speed, but not in a strictly linear way for every runner because biomechanics and efficiency also change.

The ACSM equations have a different version for walking at slower speeds. This calculator is tuned to typical running speeds. At very low speeds, especially under about 5 km/h, a walking-specific calculator will give more appropriate results than the running equations used here.

VO₂-based formulas are built on group averages. They work well as reasonable approximations but cannot capture every individual factor such as running economy, muscular efficiency, temperature or wind resistance. They are usually accurate enough for planning and comparison but not for precise metabolic diagnosis.

You can use the numbers as a starting point for planning energy intake around long runs, but it is better to combine them with experience, body feedback and guidance from a qualified sports nutrition professional. Actual needs may differ from the estimates in either direction.