The energy levels of a CH, group attached to a larger fragment are given by the expression for a particle on a ring (Topic 13), provided the group is rotating freely. What is the high-temperature contribution to the heat capacity of such a freely rotating group at 25°C? The moment of inertia of CH, about its threefold rotation axis (the axis that passes through the C atom and the centre of the equilateral triangle formed by the H atoms) is 5.341 × 10-47 kg m².

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The energy levels of a CH, group attached to a larger fragment are given
by the expression for a particle on a ring (Topic 13), provided the group is
rotating freely. What is the high-temperature contribution to the heat capacity
of such a freely rotating group at 25°C? The moment of inertia of CH, about
its threefold rotation axis (the axis that passes through the C atom and the
centre of the equilateral triangle formed by the H atoms) is 5.341 × 10-47 kg m².
Transcribed Image Text:The energy levels of a CH, group attached to a larger fragment are given by the expression for a particle on a ring (Topic 13), provided the group is rotating freely. What is the high-temperature contribution to the heat capacity of such a freely rotating group at 25°C? The moment of inertia of CH, about its threefold rotation axis (the axis that passes through the C atom and the centre of the equilateral triangle formed by the H atoms) is 5.341 × 10-47 kg m².
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