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3 years ago

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The hydrogen molecule will start to vibrate at temperatures above roughly 1000 K. At this high temperature, what is the ratio of

the internal energy of hydrogen gas to the internal energy of helium gas, assuming that the number of molecules in each gas is the same. Write your answer as a number in normal form, as described in the instructions.

1 answer:

Elena L [17]3 years ago

6 0

Answer:

Explanation:

At the temperature of 1000K , hydrogen will have following degree of freedom

translational = 3

rotational = 2

vibrational = 1

Total = 6

Internal energy = 6N x 1 /2 k T where N is no of molecules

E₁ = 3 N kT

At the temperature of 1000K , helium will have following degree of freedom

translational = 3

rotational = 0

vibrational = 0

Total = 3

Internal energy = 3N x 1 /2 k T where N is no of molecules

E₂ = 3 / 2 N kT

Ratio = E₁ / E₂

= 2

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