The shock wave of the meteor that hit Russia in February circled the Earth twice in three days

The data provided by the 20 stations in the International Monitoring Network (IMS) show that the shock wave moved at a speed of about 340 meters per second (1,224 km/h). The last detection of the shock wave was received almost three days after the fireball exploded over the city in the Ural Mountains, and this is how the researchers were able to Calculate the distance traveled by the entire push.

Another angle of view of the meteor that hit Russia on Friday, 15/2/2013, from a YouTube video
Another angle of view of the meteor that hit Russia on Friday, 15/2/2013, from a YouTube video

The shock wave created by the meteorite explosion over the city of Chelyabinsk in Russia was so strong that it traveled 85 kilometers, circling the Earth twice in three days. This is according to a new study by Russian scientists.

The impact of the event was discovered through a network of infrasonic stations, operated as part of a global network of the Organization for the Prevention of Nuclear Tests, and designed to locate evidence of nuclear explosions in the atmosphere.

The data provided by the 20 stations in the International Monitoring Network (IMS) show that the shock wave moved at a speed of about 340 meters per second (1,224 km/h). The last detection of the shock wave was received almost three days after the fireball exploded over the city in the Ural Mountains, and this is how the researchers were able to Calculate the distance traveled by the entire push.

The scientists estimate that the explosion had a power equivalent to 460 kilotons of TNT, equal in power to a W88 model thermonuclear warhead carried on a Trident 2 missile.

In a study published in the journal Geophysical Research Letters, the researchers say that the Chelyabinsk event provided valuable data of infrasound propagation in the Earth's atmosphere and will also allow better calibration of the IMS network performance.
The infrasound wave stations were established in preparation for the moment when the Treaty on the Prevention of Nuclear Tests would enter into force, but it never had to test its ability to detect nuclear explosions in the atmosphere because since its establishment, only underground nuclear tests have been carried out. The agreement itself entered into force only last year.

The explosion in February 2013 occurred at an altitude of 30-40 kilometers in the atmosphere, and luckily for the city's residents, it caused only moderate damage, although to many buildings - mainly glass shattering. Doctors treated 1,613 injured following the incident and no fatalities were reported.

Global attention was drawn to the fireball when a large number of amateur photographers began uploading their footage to the Internet. One of the most watched films was the film made by the Russian television network RT, from the amateur photographs - mainly those from the front cameras of cars, and which received over 38 million views.

This is an event 10 times stronger than a similar event that occurred over Indonesia in 2009. This is the most powerful aerial explosion since the meteor explosion over Tungaska in Siberia in 1908, whose power is estimated to be between 3 and 5 megatons of TNT. A fireball event on the order of 500 kilotons of TNT occurs on average once every 75 years.

4 תגובות

  1. A shock wave always propagates at a speed faster than the speed of sound.

    When examining the effect of small disturbances in pressure, it is accepted that these disturbances propagate at a constant speed and this is defined as the speed of sound. In a shock, it is a definition of strong disturbances (that is, when the pressure of the disturbance is much greater than the atmospheric pressure) in this case the speed of the propagating wave is always greater than the speed of sound and for very strong shocks the speed is proportional to the root of the pressure of the shock wave and therefore theoretically it is not blocked (of course, for very small speeds from the speed of light). For details see equation 15 in the link http://en.wikipedia.org/wiki/Rankine%E2%80%93Hugoniot_conditions when are:
    c_1 marks the speed of sound in the medium in which the wave propagates (air in this case)
    u_1 marks the speed of sound in the medium in which the wave propagates (0 in our case).
    And gamma indicates the adiabatic index of the material and for air it is very close to 1.4.

    So why does the speed here come out very close to the speed of sound?
    Because although in the beginning the disturbance from the asteroid was a shock wave that spread at a very high speed, but very quickly it weakened, its speed slowed down and finally the size of the pressure disturbance became much smaller than the atmospheric pressure (just like a sound wave) and therefore spread at the speed of sound.

  2. A.A.
    If we are precise - then the speed of sound does not directly depend on the height. The speed of sound, approximately, depends only on the temperature of the gas. This is in principle, because at high altitude the temperature increases with altitude (in principle, above 36 thousand feet). At sea level, the speed of sound is 340 meters per second, and it drops to 295 meters per second at heights of 10-20 km. After that, the speed of sound increases, and again decreases above a height of approximately 50 km.

  3. This is the speed of sound and not by chance.
    The speed of the shock wave is the speed of sound by definition.
    The speed of the shock wave will change according to the change in the speed of sound (will happen when the air density changes - different heights, different temperature).

  4. Isn't that the speed of sound by chance?!
    Can a shock wave spread at a speed different from the speed of sound?!

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