6.7.2 Infrared (IR) Spectroscopy

Cards (51)

  • What is the purpose of infrared (IR) spectroscopy?
    Identify functional groups
  • In IR spectroscopy, bonds can vibrate through stretching, which involves changes in their length
  • Stronger bonds vibrate at higher frequencies in IR spectroscopy.
  • What does the variable ν represent in the IR spectroscopy formula?
    Vibration frequency
  • Match the functional group with its approximate absorption range in IR spectroscopy:
    O-H ↔️ 3200-3600 cm⁻¹
    C=O ↔️ 1650-1750 cm⁻¹
    C-H ↔️ 2850-3000 cm⁻¹
    C-O ↔️ 1000-1300 cm⁻¹
  • What causes the absorption of IR radiation in IR spectroscopy?
    Vibrational modes
  • Order the two main vibrational modes of bonds in molecules:
    1️⃣ Stretching
    2️⃣ Bending
  • IR spectroscopy provides information to identify functional groups
  • IR spectroscopy provides detailed structural information like NMR.
    False
  • What type of radiation source is used in an IR spectrometer?
    Blackbody radiator
  • Match the IR spectroscopy technique with its principle:
    Transmission ↔️ Measures IR radiation passing through sample
    Reflectance ↔️ Measures IR radiation reflected from sample
    ATR ↔️ Measures changes in reflected IR radiation
  • The resolving power of an IR spectrometer is its ability to distinguish between closely spaced absorption bands
  • The resolving power of an IR spectrometer is calculated using the formula R=R =λΔλ \frac{\lambda}{\Delta \lambda}.
  • Order the main components of an IR spectrometer:
    1️⃣ Radiation Source
    2️⃣ Sample Chamber
    3️⃣ Monochromator
    4️⃣ Detector
    5️⃣ Recorder
  • What are the two types of vibrations caused by IR radiation in covalent bonds?
    Stretching and bending
  • Lighter atoms vibrate at higher frequencies
  • What does the variable μ\mu represent in the vibration frequency formula?

    Reduced mass
  • Match the functional group with its approximate absorption range (cm⁻¹):
    O-H ↔️ 3200-3600
    N-H ↔️ 3300-3500
  • What is the absorption range of the O-H functional group in IR spectroscopy?
    3200-3600 cm⁻¹
  • The N-H functional group absorbs IR radiation in the range of 3300-3500 cm⁻¹
  • Lighter atoms in a bond vibrate at lower frequencies.
    False
  • Infrared (IR) spectroscopy is used to identify functional groups in organic compounds.
  • IR radiation causes covalent bonds to vibrate through stretching and bending.
  • Match the functional group with its absorption range in IR spectroscopy:
    O-H ↔️ 3200 - 3600 cm⁻¹
    N-H ↔️ 3300 - 3500 cm⁻¹
    C-O ↔️ 1000 - 1300 cm⁻¹
    C=O ↔️ 1650 - 1750 cm⁻¹
    C-H ↔️ 2850 - 3000 cm⁻¹
  • The vibration frequency in IR spectroscopy depends on bond strength and atomic masses.
  • Stronger bonds vibrate at higher frequencies in IR spectroscopy.
  • What does νν represent in the IR spectroscopy formula?

    Vibration frequency
  • The force constant in the IR spectroscopy formula is represented by k.
  • What is the reduced mass represented by in the IR spectroscopy formula?
    μ\mu
  • Different functional groups absorb IR radiation in the same frequency range.
    False
  • There are two main types of vibrational modes: stretching and bending.
  • In stretching, the length of the bond increases and decreases.
  • In bending, the angle between bonds remains constant.
    False
  • Match the analytical technique with its principle and information provided:
    IR Spectroscopy ↔️ Absorption of IR radiation by vibrating bonds ||| Identifies functional groups
    NMR Spectroscopy ↔️ Absorption of radio waves by atomic nuclei ||| Provides structural information
  • The frequency at which a bond absorbs IR radiation depends on its bond strength and atomic masses.
  • What happens when infrared radiation passes through a sample?
    Vibrational modes are excited
  • In stretching vibrational modes, the length of the bond changes
  • What changes in bending vibrational modes?
    The angle between bonds
  • Stronger bonds and lighter atoms result in higher vibrational frequencies in IR spectroscopy.
  • The vibration frequency in IR spectroscopy is described by the formula \sqrt{\frac{k}{\mu}}