Exploring the Atmosphere of Pluto

Exploring the Atmosphere of Pluto

Exploring the Atmosphere of Pluto Pluto radius… 1184 km Pluto's atmosphere consists of a thin 22 Pluto mass…. 1.3x10 kg envelope consisting of 90% nitrogen, and 10% methane, and traces of carbon Pluto temperature: Closest to sun…. 55 kelvin (-218 C) monoxide gases. These are produced by Farthest from sun… 33 kelvin (-240 C) the ices of these substances on its surface. As Pluto moves away from the Sun, its atmosphere gradually freezes out and falls to the ground. When Pluto is closer to the Sun, the temperature of Pluto's solid surface increases, causing the ices to sublimate into gas. One way to compare the atmospheres of the planets is by calculating their scale heights. The scale height is the height above the surface such that 37% of the mass of the atmosphere is below this height. Mathematically, this is equal to Pluto's atmospheric details. (Credit: NASA/JHUAPL) e-1=1/2.7 of the material. From the formula for H, you can see that as Scale-height: you make your planet more massive, the kT H = scale height ‘thickness’ of the atmosphere Mg decreases. But if you have the same planet closer to the sun where it can be hotter, -23 k = 1.38x10 J/K the thickness of the atmosphere can T = temperature in kelvin increase. g = acceleration of gravity at surface M = mass of the molecule in kg It is also the case that an atmosphere composed of low-mass molecules like For Earth’s atmosphere, T = 290 k, hydrogen (smaller M) is much thicker than -26 2 M=4.8x10 kg, g = 9.8 m/sec , the atmospheres of heavier molecules then H = 8500 meters. (larger M) such as argon and carbon dioxide. What this means is that each time you increase your altitude by 8500 meters, the density of the atmosphere decreases by a factor of 2.7 times. Things to think about: How does the scale height of Pluto’s atmosphere change as it orbits the sun if the average atmosphere -26 2 molecule mass (N2) is 4.7x10 kg, and g for Pluto is 0.66 m/sec . SpaceMath@NASA Exploring the Dwarf Planets http://spacemath.gsfc.nasa.gov .

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