Uranium has two common isotopes, with atomic masses of 238 and 235. One way to separate these isotopes is to combine the uranium with fluorine to make uranium hexafluoride gas, UF6, then exploit the difference in the average thermal speeds of molecules containing the different isotopes. Calculate the rms speed of each type of molecule at room temperature, and compare them.
Uranium has two common isotopes, with atomic masses of 238 and 235. One way to separate these isotopes is to combine the uranium with fluorine to make uranium hexafluoride gas, UF6, then exploit the difference in the average thermal speeds of molecules containing the different isotopes. Calculate the rms speed of each type of molecule at room temperature, and compare them.
Chapter2: The Kinetic Theory Of Gases
Section: Chapter Questions
Problem 50P: (a) Hydrogen molecules (molar mass is equal to 2.016 g/mol) have vrms equal to 193 m/s. What is the...
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Uranium has two common isotopes, with
and 235. One way to separate these isotopes is to combine the uranium with
fluorine to make uranium hexafluoride gas, UF6, then exploit the difference in the
average thermal speeds of molecules containing the different isotopes. Calculate
the rms speed of each type of molecule at room temperature, and compare them.
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