**Problem 5: Calculating Frequency and Wavenumber in Rotational Spectroscopy** Calculate the frequency and wavenumber of the \( J = 3 \leftarrow 2 \) transition in the pure rotational spectrum of \( ^{14}\text{N}^{16}\text{O} \). The equilibrium bond length is 115 pm. Does the frequency increase or decrease if centrifugal distortion is considered? --- **Instructions for Calculation:** 1. **Understand the Transition:** - The problem involves transitioning from rotational quantum level \( J = 3 \) to \( J = 2 \). 2. **Equilibrium Bond Length:** - Given as 115 pm (picometers). 3. **Considerations:** - Analyze the effect of centrifugal distortion on the frequency. In rotational spectroscopy, knowing the bond length and rotational constants allows for the calculation of transitions in frequency and wavenumber. The frequency may change when considering factors like centrifugal distortion.
**Problem 5: Calculating Frequency and Wavenumber in Rotational Spectroscopy** Calculate the frequency and wavenumber of the \( J = 3 \leftarrow 2 \) transition in the pure rotational spectrum of \( ^{14}\text{N}^{16}\text{O} \). The equilibrium bond length is 115 pm. Does the frequency increase or decrease if centrifugal distortion is considered? --- **Instructions for Calculation:** 1. **Understand the Transition:** - The problem involves transitioning from rotational quantum level \( J = 3 \) to \( J = 2 \). 2. **Equilibrium Bond Length:** - Given as 115 pm (picometers). 3. **Considerations:** - Analyze the effect of centrifugal distortion on the frequency. In rotational spectroscopy, knowing the bond length and rotational constants allows for the calculation of transitions in frequency and wavenumber. The frequency may change when considering factors like centrifugal distortion.
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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Transcribed Image Text:**Problem 5: Calculating Frequency and Wavenumber in Rotational Spectroscopy**
Calculate the frequency and wavenumber of the \( J = 3 \leftarrow 2 \) transition in the pure rotational spectrum of \( ^{14}\text{N}^{16}\text{O} \). The equilibrium bond length is 115 pm. Does the frequency increase or decrease if centrifugal distortion is considered?
---
**Instructions for Calculation:**
1. **Understand the Transition:**
- The problem involves transitioning from rotational quantum level \( J = 3 \) to \( J = 2 \).
2. **Equilibrium Bond Length:**
- Given as 115 pm (picometers).
3. **Considerations:**
- Analyze the effect of centrifugal distortion on the frequency.
In rotational spectroscopy, knowing the bond length and rotational constants allows for the calculation of transitions in frequency and wavenumber. The frequency may change when considering factors like centrifugal distortion.
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