Aircraft speed: Difference between revisions

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=== Mach number ===
=== Mach number ===


*The '''Mach number''' (M) is the ratio of an aircraft's TAS over the local speed of sound.  
*The [http://en.wikipedia.org/wiki/Mach_number|'''Mach number''' (M)] is the speed of the aircraft divided by the speed of sound (at that altitude). It is a calculated number without a unit.


A Mach number below 1 means that the plane moves subsonic, a Mach number above 1 indicates supersonic flight. The Mach number is critical because a number of phenomena take place just around Mach 1 (transonic speed), for example a sudden increase in drag induced by shock-wave generation. However, since the speed of sound changes with the compressibility (and hence temperature) of air, the Mach number is dependent on [[altitude]] (as the air temperature drops at higher altitudes). This implies that Mach 2 at sea level corresponds to a faster TAS than Mach 2 at 30.000 ft. The precise relations between TAS, Mach number and altitude are rather complicated formulae and depend in essence on the local weather pattern determining the pressure and temperature gradients in the atmosphere.
The aircraft's behaviour at Mach 1 at sea level is about the same as the behaviour of the aircraft at an altitude of 60000 feet.
A Mach number below 1 means that the plane moves subsonic. A Mach number above 1 indicates supersonic flight. The Mach number is critical because a number of phenomena take place just around Mach 1 (transonic speed), for example a sudden increase in drag induced by shock-wave generation (sonic-boom). The speed of sound changes with the compressibility (and hence temperature) of air, the Mach number is dependent on [[altitude]] (as the air temperature drops at higher altitudes). This implies that Mach 2 at sea level corresponds to a faster TAS than Mach 2 at 30.000 ft. The precise relation between TAS, Mach number and altitude is a complicated formulae and depends in essence on the local weather pattern determining the pressure and temperature gradients in the atmosphere.


==V speeds==
==V speeds==
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