Km/s | = | Machs |
---|---|---|
83 km/s | = | 243.91 machs |
93 km/s | = | 273.30 machs |
103 km/s | = | 302.68 machs |
113 km/s | = | 332.07 machs |
123 km/s | = | 361.46 machs |
Conversions 5 completed | ||
133 km/s | = | 390.84 machs |
143 km/s | = | 420.23 machs |
153 km/s | = | 449.62 machs |
163 km/s | = | 479.00 machs |
173 km/s | = | 508.39 machs |
Conversions 10 completed | ||
183 km/s | = | 537.78 machs |
193 km/s | = | 567.16 machs |
203 km/s | = | 596.55 machs |
213 km/s | = | 625.94 machs |
223 km/s | = | 655.32 machs |
Conversions 15 completed | ||
233 km/s | = | 684.71 machs |
243 km/s | = | 714.10 machs |
253 km/s | = | 743.48 machs |
263 km/s | = | 772.87 machs |
273 km/s | = | 802.26 machs |
Note: values are rounded to 2 decimal places for clarity.
Kilometers per second (km/s) is a unit of measurement used to express high speeds, particularly in scientific and astronomical contexts. It represents the distance traveled in kilometers divided by the time taken to travel that distance in seconds.
The formal definition of kilometers per second (km/s) is straightforward: it represents the distance traveled in kilometers divided by the time taken to travel that distance in seconds.
For example, if an object travels a distance of 100 kilometers in 10 seconds, its speed would be expressed as 10 kilometers per second (km/s).
Kilometers per second (km/s) is primarily used in scientific and astronomical calculations due to its representation of extremely high speeds.
The Mach number, often abbreviated as "Mach," is a dimensionless quantity that represents the ratio of the speed of an object to the speed of sound in the surrounding medium. The "Mach" was named after Ernst Mach, who contributed to the study of shock waves and supersonic motion.
The Mach number (M) is defined as the ratio of the speed of an object (V) to the speed of sound (a) in the same medium:
Mach Number (M) = Speed of Object (V) / Speed of Sound (a)
For example, if an aircraft is flying at a speed equal to the speed of sound, its Mach number would be 1.0 (Mach 1). If it is flying at twice the speed of sound, its Mach number would be 2.0 (Mach 2), and so on.
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