The rule you generated in Question 14b for finding the [M]* peak on the mass spectrum of an unknown molecule does not work very well if there is a Br or Cl in the molecule. Shown below are spectra of various compounds containing one Br or Cl. a. Find the [M] and [M+2]* peak on each spectrum.
Analyzing Infrared Spectra
The electromagnetic radiation or frequency is classified into radio-waves, micro-waves, infrared, visible, ultraviolet, X-rays and gamma rays. The infrared spectra emission refers to the portion between the visible and the microwave areas of electromagnetic spectrum. This spectral area is usually divided into three parts, near infrared (14,290 – 4000 cm-1), mid infrared (4000 – 400 cm-1), and far infrared (700 – 200 cm-1), respectively. The number set is the number of the wave (cm-1).
IR Spectrum Of Cyclohexanone
It is the analysis of the structure of cyclohexaone using IR data interpretation.
IR Spectrum Of Anisole
Interpretation of anisole using IR spectrum obtained from IR analysis.
IR Spectroscopy
Infrared (IR) or vibrational spectroscopy is a method used for analyzing the particle's vibratory transformations. This is one of the very popular spectroscopic approaches employed by inorganic as well as organic laboratories because it is helpful in evaluating and distinguishing the frameworks of the molecules. The infra-red spectroscopy process or procedure is carried out using a tool called an infrared spectrometer to obtain an infrared spectral (or spectrophotometer).
![**Mass Spectrometry of Compounds Containing Br or Cl**
**27.** When analyzing mass spectra, the presence of Br or Cl in a molecule complicates identifying the [M]⁺ peak. Below are spectra of compounds each containing one Br or Cl atom.
**a. Identifying [M]⁺ and [M+2]⁺ Peaks:**
1. **Top Left Spectrum:**
- Compound has Br.
- The [M]⁺ peak is located at a specific m/z value, and the [M+2]⁺ peak is observed at two m/z units higher with almost equal intensity due to the natural abundance of bromine isotopes.
2. **Top Right Spectrum:**
- Compound has Cl.
- The [M]⁺ peak appears at a particular m/z, with the [M+2]⁺ peak having about one-third the intensity compared to the [M]⁺ peak, reflecting the natural abundance of chlorine isotopes.
3. **Bottom Left Spectrum:**
- Another compound with Br.
- Similar pattern observed as in the first spectrum with [M]⁺ and [M+2]⁺ peaks.
4. **Bottom Right Spectrum:**
- Compound has Cl.
- Features a lesser intense [M+2]⁺ peak, typical for chlorine-containing compounds.
**b. Quick Identification Rules:**
1. **One Cl atom:**
- Look for an [M+2]⁺ peak with approximately one-third the intensity of the [M]⁺ peak.
2. **One Br atom:**
- Identify the [M+2]⁺ peak with similar intensity to the [M]⁺ peak.
*Note: The complexity increases with more than one Cl or Br, so stick to single instances for simplicity.*
**c. New Rule for [M]⁺ Peak with Br or Cl:**
- Adjust for the intense [M+2]⁺ peaks by recognizing that Cl and Br isotopes significantly contribute to this pattern. Use isotopic patterns (Cl at 1:3 and Br at 1:1) for peak validation.
**28. Peaks Beyond [M+2]⁺:**
- Each spectrum includes an [M+3]⁺ peak, resulting from the presence of isotopes like ¹³C and either ³⁷Cl or ⁸](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa1871893-1489-414f-ba40-94b584c7772f%2Fc2695086-153c-4734-ba21-f75969c480ac%2Favy61ym_processed.png&w=3840&q=75)
![**Text for Educational Website:**
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**29.** On the mass spectrum of hexane in this activity, the [M]⁺ peak (at m/z = 86) has an intensity of 10. Calculate the expected intensity of the [M+1] peak in this spectrum.
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**30.** Calculate the molecular weight of each of the following molecules using the most common isotope of each element:
- Ammonia (NH₃)
- Acetamide (H₃C(C=O)NH₂)
- Methylamine (H-C-NH-CH₃)
- Hydrogen cyanide (N≡C-H)
- Acetonitrile (CH₃-C≡N)
[Structural diagrams of the mentioned molecules]
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**31.** What do the molecular weights in the previous question have in common with one another that set them apart from ALL the molecular weights in the [M]⁺ column in Model 6?
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**Memorization Task L2.5: Nitrogen Rule**
It turns out that any molecule with an odd number of nitrogen atoms (1, 3, 5, etc.) will have an odd molecular weight and vice versa. This "nitrogen rule" is a consequence of the fact that ¹⁴N is the only common organic element that makes an odd number of bonds but has an even molecular weight.
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**32.** Give examples of two very common elements that make an even number of bonds and whose most common isotope has an even molecular weight.
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**33.** Give an example of at least one element that makes an odd number of bonds and whose most common isotope has an odd molecular weight.
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