For 11 miles, energy burn lands around 650–1,800 calories for adults, swinging with body weight, pace, grade, and surface.
Easy Walk · 3.0 mph
Brisk Walk · 3.5 mph
Steady Run · 6.0 mph
Walk It Easy (3.0 mph)
- Time on feet: about 3 h 40 min
- Comfortable talk pace
- Energy per mile stays low
Low impact
Brisk Walk (3.5–4.0 mph)
- Time: ~2 h 45–3 h 10 min
- Strong arm swing; firm path
- MET ~4.3–5.0
Cardio sweet spot
Steady Run (6.0 mph)
- Time: about 1 h 50 min
- Run economy matters
- Per-km rule ≈ 1 kcal/kg/km
High output
Calories Burned For 11 Miles: Walking Vs Running
Distance rules the math. Calories scale with how long you move and how much mass you’re moving. The standard formula is MET × body weight (kg) × hours. For common paces, walking sits between ~3.3–5.0 METs, while steady running trends near 8–12 METs. That’s why the same 11 miles costs fewer minutes of your day when you run, yet the total energy ends up in a similar band per mile.
Two handy references: Harvard’s 30-minute calorie table and the Compendium MET definition. Both align with the equation above and give pace bands you can map to your own speed.
Quick Estimates By Weight
Totals below assume level ground, no wind, and adults. Walk = 3.5 mph (4.3 MET). Run = 6.0 mph (9.8 MET).
| Body Weight (kg) | 11-Mile Brisk Walk (kcal) | 11-Mile Steady Run (kcal) |
|---|---|---|
| 50 | 676 | 898 |
| 60 | 811 | 1,078 |
| 70 | 946 | 1,258 |
| 80 | 1,081 | 1,437 |
| 90 | 1,216 | 1,617 |
| 100 | 1,351 | 1,797 |
Your Personal Burn Depends On Five Things
- Body mass: every extra kilogram raises the cost by the same factor.
- Pace: faster speeds push METs up; total time drops.
- Terrain: hills and soft ground add load.
- Conditions: heat, wind, and heavy gear nudge the total upward.
- Form and economy: smoother mechanics waste less energy.
Use The MET Formula For A Precise 11-Mile Total
Here’s the step you’ll repeat: pick a MET from an activity chart, convert your pace to hours, then multiply by your weight. Example for a 70 kg adult:
Example: Brisk Walking 3.5 Mph
Time = 11 ÷ 3.5 = 3.14 h. MET = 4.3. Calories = 4.3 × 70 × 3.14 ≈ 946 kcal.
Example: Running 6.0 Mph
Time = 11 ÷ 6.0 = 1.83 h. MET = 9.8. Calories = 9.8 × 70 × 1.83 ≈ 1,258 kcal.
The Per-Kilometer Rule For Running
A classic lab result shows running costs about 1 kcal per kg per kilometer on level ground. Eleven miles equals 17.7 km, so multiply 17.7 by your body weight in kilograms. That quick rule lands close to the MET math for most steady runs.
Walking 11 Miles: Pace Bands
Walking spans a wide range. Easy conversational pace is near 3.0 mph (~3.3 METs). Brisk fitness walks hit 3.5–4.0 mph (4.3–5.0 METs). If you’re on sidewalks with lights, budget a few extra minutes. If you’re on a gentle loop with few stops, your total may land lower than the charted range.
Running 11 Miles: What Changes The Total
Most distance runs fall between 8–12 METs. The total for 11 miles stays fairly constant across common training speeds because the higher MET is offset by less time on feet. Hills, headwinds, and carrying water bottles increase the cost slightly. Sharp surges or frequent stops can raise it as well due to accelerations.
Build Your Own Estimate
Multiply These Factors By Your Body Weight
| Pace | Time For 11 Miles (h) | Multiply By Your Weight (kg) |
|---|---|---|
| Walk 3.0 mph (20:00/mi) | 3.67 | 12.1 |
| Walk 3.5 mph (17:08/mi) | 3.14 | 13.5 |
| Run 5.0 mph (12:00/mi) | 2.20 | 18.3 |
| Run 6.0 mph (10:00/mi) | 1.83 | 18.0 |
| Run 7.0 mph (8:34/mi) | 1.57 | 18.1 |
Grade, Surface, And Gear
Inclines
Even small average grades push energy higher. Treadmill formulas use a grade term; a 1–3% uphill over long stretches adds up.
Ground And Wind
Grass, sand, and mud cut efficiency. Headwinds do the same. If your loop has steady shelter and a firm path, your burn will trend lower for the same pace.
Extra Load
A pack or heavy vest increases the cost per mile. If you train with added load, expect a higher total for the same distance.
How These Numbers Were Calculated
METs come from validated activity catalogs. One MET equals resting energy use. Walking speed bands near 3.0–4.0 mph map to ~3.3–5.0 METs, and a 6.0 mph run sits around 9.8 METs. Calories use the standard energy equation and assume level ground and steady pacing.
Turn The Math Into A Plan
Training for a long walk or run? Match pace to the day. Use the tables to estimate fueling needs, especially on warmer days, and log distance with your watch so your totals stay consistent from week to week.
Conversions You’ll Use
From Pounds To Kilograms
Multiply pounds by 0.4536. A 150 lb walker is 68.0 kg. A 180 lb runner is 81.6 kg. Write your number down; you’ll use it with every method below.
From Pace To Hours
Divide 11 by your speed in miles per hour. At 3.0 mph the day lasts 3.67 h. At 3.5 mph you’re out there for 3.14 h. At 6.0 mph the clock reads 1.83 h when you stop. That time drives the MET equation.
Miles To Kilometers
Some charts show energy per kilometer. Eleven miles equals 17.7 km. If you prefer the per-kilometer running rule, multiply 17.7 by your weight in kilograms.
Sample Profiles
Steady Walker, 55 Kg
Pace 3.5 mph (4.3 MET). Time 3.14 h. Calories = 4.3 × 55 × 3.14 ≈ 743. That matches the first table row nearby and gives a reliable day plan for a city loop or long errand route.
Brisk Fitness Walk, 70 Kg
Pace 4.0 mph (5.0 MET). Time 2.75 h. Calories = 5.0 × 70 × 2.75 ≈ 963. Shorter time offsets the higher MET, landing near the 3.5 mph estimate.
Steady Training Run, 85 Kg
Pace 6.0 mph (9.8 MET). Time 1.83 h. Calories = 9.8 × 85 × 1.83 ≈ 1,524. Per-kilometer math returns 17.7 × 85 ≈ 1,505, which is within normal day-to-day variation.
Terrain Scenarios
Rolling Path With Gentle Hills
The treadmill grade term shows why rolling routes cost more: climbing uses extra oxygen, and the downhill segment rarely pays it all back. Over 11 miles, a route that averages even 1% uphill for half the time can add a few dozen to a few hundred calories depending on weight and speed.
Headwind Out, Tailwind Back
Facing wind increases the work needed to hold pace. The return trip helps, yet the net is often higher than calm conditions because form and rhythm break up. If a forecast mentions steady gusts, expect the upper side of the range.
Trails, Sand, Or Snow
Soft or uneven ground reduces the rebound you get from each step. Stabilizer muscles chip in and total cost rises. Plan fuel and fluids for the bigger number from the tables even when your route is flat.
When To Trust The Per-Mile Rule
Use the 1 kcal/kg/km shortcut when your run is steady, on level ground, and free of long stops. The estimate stays solid across a wide speed window. Skip the shortcut for hard intervals, steep hills, or run-walk patterns; the MET method handles those better because time sits inside the math.
Paper Calculator You Can Reuse
Five Steps
- Convert body weight to kilograms.
- Write your target pace in mph and convert distance to hours.
- Pick a MET suited to your pace from a trusted chart.
- Multiply MET × kg × hours. That’s your baseline.
- Add a small buffer for hills, heat, or load if your route calls for it.
One-Line Version
Calories = MET × kg × (11 ÷ mph). Swap in kilometers and the running rule if you like that format.
Time On Feet: What 11 Miles Looks Like
Knowing the clock helps you plan snacks and water. A relaxed 3.0 mph walk runs about 3 hours 40 minutes. Bumping to 3.5 mph trims that to a touch over 3 hours. A steady 6.0 mph run takes roughly 1 hour 50 minutes. If your route includes traffic lights or photo stops, pad your time window.
Fueling And Fluids
Most adults handle 11 miles on stored energy when the pace is easy and temperatures are mild. If your outing lasts longer than two hours or the day feels warm, carry water and sip steadily. For harder runs, small carbohydrate doses every 20–30 minutes keep the effort smooth. Practice during training so race day feels automatic.
Tracking Tips
Use your watch or phone to capture distance and moving time. Lap the watch every mile to see how pace shifts with hills or wind. If you follow the MET method, those splits help you choose accurate values next time. On a treadmill, note the speed, grade, and total time; those three inputs unlock the equations.