Spectroscopy-I Mid Sem Exam
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Spectroscopy-I Mid Sem Exam

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Questions and Answers

What is the Larmor frequency formula used to calculate the frequency of precession of nuclear magnetic moments?

  • $ rac{B}{γ}$
  • $ rac{γB}{2π}$ (correct)
  • $γ imes B^2$
  • $ rac{ω}{2π}$
  • Which symmetry operations are present in a molecule of IF7?

  • Inversion only
  • Improper rotations and reflections (correct)
  • Rotation only
  • Reflection only
  • What is used as an internal standard in NMR spectroscopy?

  • Water
  • Ethylene glycol
  • Sodium chloride
  • Deuterated solvent (correct)
  • For a 200 MHz NMR instrument, what magnetic field strength is approximately required?

    <p>0.47 Tesla</p> Signup and view all the answers

    What is the result of improper rotations in the symmetry of a molecule like PCl5?

    <p>They provide an overall inversion</p> Signup and view all the answers

    Which type of crystal structure is indicated by the sin2θ values provided for powder XRD?

    <p>Body-centered cubic (BCC)</p> Signup and view all the answers

    The relationship between the structure factor and the intensity of X-rays is:

    <p>Intensity is proportional to the square of the structure factor</p> Signup and view all the answers

    Which reflections will be absent in the diffraction pattern for a BCC unit cell?

    <p>(000)</p> Signup and view all the answers

    Study Notes

    Spectroscopy Fundamentals

    • M.Sc. Paper V CHE-2105 focuses on Spectroscopy-I, emphasizing symmetry operations and point groups in molecular structure.
    • Exam date was January 12, 2021, scheduled from 11:00 a.m. to 12:00 p.m.

    Symmetry Operations

    • Improper rotations in PCl5 need to be illustrated, showcasing rotational symmetries and their effects.
    • S2 operation can be demonstrated as equivalent to inversion using specific examples to clarify symmetry equivalence.

    Point Groups

    • Identifying point groups requires analysis of symmetry operations in specific molecules, including:
      • SbF5 with appropriate illustrations.
      • IF7 and cyclohexane (in chair conformation), detailing their symmetry characteristics.

    Rotation Axes

    • Understanding the axes of proper and improper rotations in complexes like [CrCl6]3- is crucial for molecular symmetry analysis.

    NMR Theory

    • Larmor Frequency: The resonance frequency of a spin in a magnetic field, calculated using the formula:
      • ( \nu_L = \frac{γB}{2π} ) (where γ is the gyromagnetic ratio).
    • Energy levels in NMR: Calculated using specific formulas related to magnetic fields and nuclear spins.
    • For a 200 MHz NMR instrument, a magnetic field strength of approximately 4.7 Tesla is required for ( ^1H ) detection.

    Radiofrequency Sources

    • Common sources of radiofrequency in NMR include oscillators or specific NMR spectrometers, critical for inducing transitions between energy levels.

    NMR Absorption and Relaxation

    • Absorption process in NMR involves energy absorption by nuclear spins when exposed to matching radiofrequency radiation.
    • Key relaxation processes include T1 (spin-lattice) and T2 (spin-spin) relaxation, both crucial for understanding how spins return to equilibrium.
    • Internal standards in NMR spectra ensure consistency and allow for accurate quantification; common standards are TMS (tetramethylsilane).

    X-ray Diffraction (XRD)

    • Interpretation of sin²θ values aids in determining crystal type through analysis of the diffraction pattern.
    • Calculation of lattice parameters (value of 'a') for a given wavelength (λ = 1.54 Å) is essential for crystallography.

    BCC and FCC Structures

    • Absent reflections in BCC for specific coordinates must be identified, crucial for understanding the crystal structure.
    • Origin of Kα X-ray lines stems from electron transitions in atoms after ionization.

    Crystal Structure Identification

    • Determining crystal structure (BCC versus FCC) involves analyzing planes such as hkl (111, 200, etc.) for reflection patterns in diffraction.
    • Interplanar spacing calculations relate to cubic crystals, useful for deriving 'a' value when spacing is known.

    Relation to Structure Factor

    • The relationship between structure factor and X-ray intensity is governed by interference patterns resulting from atomic arrangement in crystals.

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    Description

    This quiz focuses on Spectroscopy-I related to M.Sc. Part-I at Maharaja Sayajirao University of Baroda. It includes questions about improper rotations in PCl5 and the S2 operator with illustrations. Prepare for a detailed exploration of these concepts.

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