In a vibrational-rotational spectroscopy the total energy is the sum of the energies coming from the vibration and rotation (E = E + E₁). Selection rule suggests that for transition to occur Av = ±1 and Al = ±1. At room temperature, it is assumed that the lowest vibrational state is populated and the energy can only travel upwards due to lack of population of upper vibrational states thus Av = +1. What would be the energy of a line for R, P and Q-branch if a.) Al = +1, b.) Al = -1 and c.) Al = 0 respectively.

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In a vibrational-rotational spectroscopy the
total energy is the sum of the energies
coming from the vibration and rotation (E =
E + E₁). Selection rule suggests that for
transition to occur Av = ±1 and Al = ±1. At
room temperature, it is assumed that the
lowest vibrational state is populated and
the energy can only travel upwards due to
lack of population of upper vibrational
states thus Av = +1. What would be the
energy of a line for R, P and Q-branch if a.)
Al = +1, b.) Al = -1 and c.) Al = 0
respectively.
Transcribed Image Text:In a vibrational-rotational spectroscopy the total energy is the sum of the energies coming from the vibration and rotation (E = E + E₁). Selection rule suggests that for transition to occur Av = ±1 and Al = ±1. At room temperature, it is assumed that the lowest vibrational state is populated and the energy can only travel upwards due to lack of population of upper vibrational states thus Av = +1. What would be the energy of a line for R, P and Q-branch if a.) Al = +1, b.) Al = -1 and c.) Al = 0 respectively.
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