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Chemistry
Posted 8 months ago

enclosed are two D Q - branch spectra that are puzzling.Spectrum A is a "Conventional" CARS spectrum in which an @ anti - Stokes frequency is observed when w is tuned such thal the difference Ww=QW w=Q for the y>1y->1 vibrationaltransition as depicted below.
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Answer from Sia
Posted 8 months ago
Solution
1
Identify the Spectra: The given spectra are D Q-branch spectra, which are typically used to analyze vibrational transitions in molecules. Spectrum A is a "Conventional" Coherent Anti-Stokes Raman Spectroscopy (CARS) spectrum
2
Understand the Anti-Stokes Frequency: In CARS, the anti-Stokes frequency (ωas\omega_{as}) is observed when the pump frequency (ωp\omega_p) and the Stokes frequency (ωs\omega_s) satisfy the condition ωas=2ωpωs\omega_{as} = 2\omega_p - \omega_s. For the given vibrational transition v1v \rightarrow 1, the difference ωpωs=Q\omega_p - \omega_s = Q where QQ is the vibrational energy gap
3
Analyze the Transition: The transition v1v \rightarrow 1 indicates a vibrational excitation from the ground state (v=0v=0) to the first excited state (v=1v=1). The energy difference QQ corresponds to the vibrational energy level difference between these states
Answer
The spectra provided are D Q-branch spectra used to analyze vibrational transitions, specifically in a CARS setup where the anti-Stokes frequency is observed when the pump and Stokes frequencies satisfy the condition ωas=2ωpωs\omega_{as} = 2\omega_p - \omega_s.
Key Concept
Coherent Anti-Stokes Raman Spectroscopy (CARS)
Explanation
CARS is a nonlinear optical process used to study vibrational transitions in molecules. It involves the interaction of three laser beams (pump, Stokes, and probe) to generate an anti-Stokes signal, which provides information about the vibrational energy levels of the molecule.

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