a) Calculate the mean free path in meters of a nitrogen molecule (with a mass m=4.68×10-26 kg) located in Earth's atmosphere at sea level. Assume a temperature of T=300 K and a number density of particles of 1019 cm-3. b) Assuming that the collision cross-section of the molecule is o = 2×10-10 m, compute the collision frequency v in Hertz and the time between collisions t in seconds.
a) Calculate the mean free path in meters of a nitrogen molecule (with a mass m=4.68×10-26 kg) located in Earth's atmosphere at sea level. Assume a temperature of T=300 K and a number density of particles of 1019 cm-3. b) Assuming that the collision cross-section of the molecule is o = 2×10-10 m, compute the collision frequency v in Hertz and the time between collisions t in seconds.
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kg) located in Earth's atmosphere at sea level. Assume a temperature of T=300 K and a number
density of particles of 1019 cm-3.
b) Assuming that the collision cross-section of the molecule is o = 2x10-10
frequency v in Hertz and the time between collisions t in seconds.
m, compute the collision"
Transcribed Image Text:a) Calculate the mean free path in meters of a nitrogen molecule (with a mass m=4.68×10¬26
kg) located in Earth's atmosphere at sea level. Assume a temperature of T=300 K and a number
density of particles of 1019 cm-3.
b) Assuming that the collision cross-section of the molecule is o = 2x10-10
frequency v in Hertz and the time between collisions t in seconds.
m, compute the collision
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