Metres per second (m/s) | Feet per second (ft/s) |
---|---|
0 | 0 |
1 | 3.280840769904 |
2 | 6.561681539808 |
3 | 9.842522309712 |
4 | 13.123363079616 |
5 | 16.40420384952 |
6 | 19.685044619424 |
7 | 22.965885389328 |
8 | 26.246726159232 |
9 | 29.527566929136 |
10 | 32.80840769904 |
20 | 65.61681539808 |
30 | 98.42522309712 |
40 | 131.23363079616 |
50 | 164.0420384952 |
60 | 196.85044619424 |
70 | 229.65885389328 |
80 | 262.46726159232 |
90 | 295.27566929136 |
100 | 328.0840769904 |
1000 | 3280.840769904 |
Converting between metres per second (m/s) and feet per second (ft/s) is a common task in physics and engineering, particularly when dealing with motion and velocity. There's no distinction between base 10 and base 2 in this context, as we're dealing with standard units of length and time.
The key to converting between these units is the relationship between meters and feet:
To convert from metres per second to feet per second, you simply multiply by the conversion factor:
Step-by-Step:
Therefore:
To convert from feet per second to metres per second, you divide by the same conversion factor (or multiply by its inverse):
Or:
Step-by-Step:
Therefore:
While there isn't a specific "law" directly associated with this simple unit conversion, the development of standardized units of measurement has been a long and complex process involving many scientists and mathematicians throughout history. The metric system, including the meter, was formalized during the French Revolution (late 18th century) with the aim of creating a universal and rational system of measurement. Learn more about the history of measurement units.
Sir Isaac Newton, for example, worked extensively with concepts of velocity and motion, though the specific units we use today were formalized later.
See below section for step by step unit conversion with formulas and explanations. Please refer to the table below for a list of all the Feet per second to other unit conversions.
Metres per second (m/s) is the standard unit of speed (scalar) or velocity (vector) in the International System of Units (SI). It represents the distance traveled in metres during each second. Understanding this unit is crucial in physics and everyday applications for quantifying motion.
Metres per second (m/s) is a derived unit, meaning it's defined in terms of base SI units: the metre (m) for length and the second (s) for time. It expresses how many metres an object travels in one second.
Speed or velocity is calculated as:
Where:
The unit is formed by dividing a distance measured in metres by a time measured in seconds. This gives you the rate at which an object is moving.
For example, if a car travels 100 metres in 10 seconds, its average speed is:
Galileo Galilei, a prominent figure in physics and astronomy, significantly contributed to our understanding of motion. While he didn't use the modern unit of m/s, his experiments with falling objects and motion on inclined planes laid the groundwork for understanding speed and acceleration, concepts directly related to metres per second.
Isaac Newton used the concepts of distance and time in his laws of motion. The first law states that an object in motion stays in motion with the same speed and in the same direction unless acted upon by a force. This constant speed is very related to meters per second.
A typical walking speed is around 1.4 m/s.
An Olympic sprinter can reach speeds of around 10-12 m/s.
A car traveling at 60 km/h is moving at approximately 16.67 m/s. ()
The speed of sound in dry air at 20°C is approximately 343 m/s.
The International Space Station orbits Earth at approximately 7,660 m/s.
Metres per second can be converted to other common units of speed:
Feet per second (fps) is a unit of speed expressing the distance in feet traveled per second. It's commonly used in various fields, including sports, engineering, and meteorology, to quantify how fast an object is moving.
Feet per second is derived from two fundamental units:
The unit is formed by dividing a distance measured in feet by a time measured in seconds:
Feet per second can be converted to other common units of speed using the following relationships:
While there isn't a specific law or person directly associated with the invention or formalization of feet per second, its usage is deeply ingrained in fields that involve motion and speed measurements.
Here are some common speeds converted to feet per second:
Convert 1 m/s to other units | Result |
---|---|
Metres per second to Kilometres per hour (m/s to km/h) | 3.6 |
Metres per second to Millimeters per hour (m/s to mm/h) | 3600000 |
Metres per second to Miles per hour (m/s to mph) | 2.2369362920544 |
Metres per second to Knots (m/s to knot) | 1.943845249222 |
Metres per second to Feet per second (m/s to ft/s) | 3.280840769904 |
Metres per second to Feet per minute (m/s to ft/min) | 196.85102362406 |
Metres per second to Inches per hour (m/s to in/h) | 141757.68644198 |