Speed Converter and Motion Units Online

Instant conversion between km/h, m/s, miles/hour, knots, Mach numbers and other speed units with tables and formulas

Speed Conversion
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Conversion Results

Enter speed to convert to all units of measurement

Common Speeds
Human Walking — 5.0 km/h

Speed: 1.4 m/s

Description: average walking speed of an adult

Human Running — 18.0 km/h

Speed: 5 m/s

Description: average running speed of an amateur athlete

Bicycle — 29.9 km/h

Speed: 8.3 m/s

Description: cycling speed in urban areas

Car in City — 50.0 km/h

Speed: 13.9 m/s

Description: typical speed of 50 km/h in urban areas

Car on Highway — 119.9 km/h

Speed: 33.3 m/s

Description: allowed speed of 120 km/h on highways

High-Speed Train — 299.9 km/h

Speed: 83.3 m/s

Description: speed of modern high-speed trains

Passenger Aircraft — 900.0 km/h

Speed: 250 m/s

Description: cruising speed of Boeing 737

Speed of Sound — 1,234.8 km/h

Speed: 343 m/s

Description: speed of sound in air at 20°C

First Cosmic Velocity — 28,440.0 km/h

Speed: 7900 m/s

Description: minimum speed to reach Earth orbit

Speed of Light — 1,079,252,848.8 km/h

Speed: 299792458 m/s

Description: maximum speed in the Universe

Transport Speeds
Road Transport
  • • Urban conditions: 30-60 km/h
  • • Suburban roads: 70-90 km/h
  • • Highways: 110-130 km/h
  • • Formula 1: up to 370 km/h
Rail Transport
  • • Commuter trains: 60-100 km/h
  • • Intercity trains: 120-160 km/h
  • • High-speed trains: 200-320 km/h
  • • Maglev trains: up to 600 km/h
Aviation
  • • Light aircraft: 150-300 km/h
  • • Passenger airliners: 800-950 km/h
  • • Fighter jets: 1500-3000 km/h
  • • Rockets: 7-40 thousand km/h
Maritime Transport
  • • Cargo ships: 15-25 knots
  • • Passenger liners: 20-30 knots
  • • Speedboats: 30-50 knots
  • • Hydrofoils: 50-70 knots
Speed Converter Applications
Automotive Industry

Usage: speedometer mph ↔ km/h, buying cars from US/UK, international standards

Main units: km/h ↔ mph for imported vehicles

Aviation

Usage: flight planning, navigation, air traffic control

Main units: knots, Mach numbers, m/s for different flight phases

Maritime Navigation

Usage: route planning, calculating arrival times

Main units: knots as the standard for maritime speed

Scientific Research

Usage: physics experiments, engineering calculations, space missions

Main units: m/s as the primary SI unit for precise calculations

Sports & Fitness

Usage: running pace (min/km ↔ km/h), cycling training, performance analysis

Main units: km/h, m/s, pace min/km for various sports

Meteorology

Usage: wind speed m/s in forecasts, danger assessment (15+ m/s — strong wind)

Main units: m/s, km/h for forecasts and storm warnings

Frequently Asked Questions About Speed Conversion
How to convert km/h to m/s without a calculator?

Divide the value by 3.6. For example: 72 km/h ÷ 3.6 = 20 m/s. For an approximate result — divide by 4 (error ~10%). Reverse: m/s × 3.6 = km/h.

How to convert miles/hour (mph) to km/h?

Multiply mph by 1.6 for an approximate result (exactly — by 1.609). For example: 60 mph ≈ 96 km/h (exactly 96.56). Reverse: km/h ÷ 1.6 ≈ mph.

What is a knot and why is it used in aviation?

1 knot = 1 nautical mile/hour = 1.852 km/h. Used in aviation and maritime because a nautical mile equals 1 arc minute of Earth's latitude, simplifying navigation calculations.

What does Mach number mean?

Mach number shows how many times an object's speed exceeds the speed of sound. Mach 1 ≈ 343 m/s ≈ 1235 km/h (at sea level at 20°C). Depends on temperature: at 11 km altitude Mach 1 ≈ 295 m/s.

What is the speed of sound and what does it depend on?

In air at 20°C — 343 m/s (1235 km/h). Depends on the medium: in water ≈ 1500 m/s, in steel ≈ 5000 m/s. At 11 km altitude (temperature −56°C) it drops to ~295 m/s.

Why do different countries use different speed units?

Historically: USA and UK use mph, most countries use km/h. In science, the standard is m/s (SI system). Aviation and maritime use knots due to connection with navigation.

How many km/h equals 1 knot?

1 knot = 1.852 km/h = 0.514 m/s. For quick conversion: knots × 1.85 ≈ km/h. For example: 20 knots ≈ 37 km/h.

What are the first and second cosmic velocities?

First cosmic — 7.9 km/s (28,440 km/h) — minimum for Earth orbit. Second cosmic — 11.2 km/s (40,320 km/h) — to escape Earth's gravity. Third — 16.7 km/s — to leave the Solar System.

How many meters per second does a car travel at 60 km/h?

At 60 km/h, a car covers 16.7 meters in one second. This is important to remember when choosing a safe following distance — in 1 second of reaction time, the car travels almost 17 m.

Which is faster: 100 km/h or 100 mph?

100 mph is much faster — approximately 161 km/h. The difference is 61 km/h. Therefore, when buying a car from the US, it's important to read the speedometer correctly: numbers are in mph, not km/h.

Why do sailors measure speed in knots?

It's convenient for navigation. If a ship travels at 1 knot, in one hour it covers exactly 1 arc minute of geographic latitude (1 nautical mile) on the map. This simplifies route calculation.

Is wind of 15-20 m/s a lot or a little?

15 m/s (54 km/h) — strong wind, breaks tree branches. 20 m/s (72 km/h) — very strong, can tear off roofs and topple trees. For comparison: 5 m/s — light breeze, 10 m/s — moderate wind.

How to convert running pace (min/km) to speed (km/h)?

Divide 60 by the pace in minutes. For example: pace 6:00 min/km = 60 ÷ 6 = 10 km/h. Pace 5:00 min/km = 12 km/h. Pace 4:00 min/km = 15 km/h. Reverse: 60 ÷ km/h = pace.

Speed Unit Conversion Tables and Formulas

The speed converter on this page allows you to instantly convert values between metric, imperial, aviation, and scientific systems. Below are the most common cases with ready-made tables and formulas.

How to Convert km/h to m/s and Vice Versa

The most common conversion in physics and everyday life. Remember: 1 m/s = 3.6 km/h. To convert km/h to m/s — divide by 3.6. Reverse — multiply by 3.6. For example: a car traveling at 90 km/h = 90 ÷ 3.6 = 25 m/s.

Why exactly 3.6? Because 1 km = 1000 m, and 1 hour = 3600 s. Therefore 1 km/h = 1000 / 3600 = 0.2778 m/s, and reverse 1 m/s = 3600 / 1000 = 3.6 km/h.

Quick Conversion Table for Popular Values

km/h m/s mph knots Example
5 1.4 3.1 2.7 Pedestrian walking
30 8.3 18.6 16.2 Urban cycling
50 13.9 31.1 27.0 City speed limit
120 33.3 74.6 64.8 Highway
300 83.3 186.4 162.0 TGV high-speed train
900 250.0 559.2 485.9 Passenger aircraft
1235 343.0 767.3 666.7 Speed of sound (Mach 1)

Speedometer mph → km/h — Table for Drivers

When buying a car from the USA or traveling abroad, the speedometer shows mph (miles per hour). Here's a correspondence table for US speed limits:

mph km/h Where Found
15 24 Parking lot, residential area
25 40 City street (USA)
35 56 Wide boulevard (USA)
45 72 Suburban road
55 89 Highway
65 105 Interstate highway
75 121 Highway (Texas, Utah)
85 137 Maximum on some Texas roads

Tip for drivers: to quickly convert mph to km/h in your head — multiply by 1.6. Reverse (km/h to mph) — multiply by 0.6. For example: sign "Speed Limit 65" = 65 × 1.6 = 104 km/h.

Wind Speed m/s — Perception Table

In weather forecasts, wind speed is given in m/s. Here's a table to help understand what these numbers mean in practice:

m/s km/h What Happens
1-3 4-11 Light breeze, leaves barely move
4-7 15-25 Moderate wind, raises dust and paper
8-10 29-36 Fresh wind, thin trees sway
11-13 40-47 Strong wind, difficult to walk against
14-17 50-61 Very strong, breaks tree branches
18-20 65-72 Storm, tears off roofs, topples trees
21-25 76-90 Severe storm, significant damage
25+ 90+ Hurricane, massive destruction

Safety rule: wind over 15 m/s (54 km/h) is dangerous — trees and billboards can fall. At 20+ m/s it's better to stay indoors. For sailing and surfing, ideal wind is 5-10 m/s.

Running Pace min/km → Speed km/h

Runners measure speed not in km/h, but in pace — minutes per kilometer. The conversion formula is simple: km/h = 60 ÷ pace. Here's a reference table:

Pace (min/km) km/h m/s Level
7:00 8.6 2.4 Easy jog, beginner
6:00 10.0 2.8 Jogging, amateur
5:30 10.9 3.0 Intermediate level
5:00 12.0 3.3 Experienced runner
4:30 13.3 3.7 Half marathon < 1:35
4:00 15.0 4.2 Marathon < 2:49
3:30 17.1 4.8 Elite level
2:52 20.9 5.8 Marathon world record

Tip for runners: to convert pace 5:30 min/km to km/h — convert minutes to decimal (5.5) and divide 60 by it: 60 ÷ 5.5 = 10.9 km/h.

Knots — Aviation and Maritime

A knot = 1 nautical mile/hour = 1.852 km/h = 0.514 m/s. Used in aviation and maritime because 1 nautical mile = 1 arc minute of Earth's latitude. Cruising speed of a Boeing 737 is approximately 460 knots (850 km/h). A cargo ship — 12-15 knots (22-28 km/h).

Mach Number — Supersonic Speeds

Mach number — the ratio of an object's speed to the speed of sound in the surrounding medium. Mach 1 at sea level at 20°C ≈ 343 m/s = 1235 km/h. At 11 km altitude (where passenger aircraft fly) — Mach 1 ≈ 295 m/s, because the temperature there is −56°C. Concorde flew at Mach 2 ≈ 2180 km/h.

Practical Formulas for Quick Conversion

Direction Formula Example
Km/h → m/s ÷ 3.6 90 km/h = 25 m/s
M/s → km/h × 3.6 20 m/s = 72 km/h
Mph → km/h × 1.6 60 mph ≈ 96 km/h
Km/h → mph × 0.62 100 km/h ≈ 62 mph
Knots → km/h × 1.85 20 knots ≈ 37 km/h
Km/h → knots × 0.54 100 km/h ≈ 54 knots
Pace (min/km) → km/h 60 ÷ pace 6:00 min/km = 10 km/h

For precise calculations, use the converter above — it provides up to 10 decimal places and supports 15+ units from 4 measurement systems. Useful for drivers with mph cars, runners, pilots, sailors, meteorologists, and anyone who needs quick speed conversion.

Disclaimer: all calculations on this site are approximate and provided for informational purposes. Results may differ from actual depending on individual conditions, technical specifications, region, legislative changes, etc.

Financial, medical, construction, utility, automotive, mathematical, educational and IT calculators are not professional advice and cannot be the sole basis for making important decisions. For accurate calculations and advice, we recommend consulting with specialized professionals.

The site administration bears no responsibility for possible errors or damages related to the use of calculation results.