Shown below is the vibration-rotation spectrum of Hydrogen Bromide (HBr), this shows transitions between the v = 0 and v = 1 vibrational levels of the molecule.
From the data, estimate the force constant (spring constant) for this molecule, given that the relative atomic weights for H and Br are 1 mu and 80 mu respectively.
Why is this vibrational transition split into 2 series of lines with a “missing” line in between them at the center? For each of the absorption lines labeled A-F, state the initial and final vibrational (v) and rotational (j) quantum numbers.
The 2 series of lines are due 2 selection rule:
Left = delta j = -1
Right = delta j = +1
The missing line (…) is due to a non-allowed transition of delta j = 0.
Since delta j = 0 is not allowed, the particular gap is created.
Peak A j = 2, v = 1 j = 3, v = 0
Peak B j = 1, v = 1 j = 2, v = 0
Peak C j = 0, v = 1 j = 1, v = 0
Peak D j = 1, v = 1 j = 0, v = 0
Peak E j = 2, v = 1 j = 1, v = 0
Peak F j = 3, v = 1 j = 2, v = 0
Shown below is the vibration-rotation spectrum of Hydrogen Bromide (HBr), this shows transitions between the v = 0 and v = 1 vibrational levels of the molecule. From the data, estimate the force const...
2. Consider the rotational/vibrational spectrum of HBr, shown below. From this spectrum estimate the effective spring constant k for molecular vibration. Sketch of the vibration-rotation spectrum of HBr 0.300 0.310 0.330 0.340 0.320 Energy (EV)
5. The following are data from the vibration-rotation spectrum of H3SCI between v'-1 and v'-0. Using the method of combination differences, find the values of the following constants: Bo, B1, B, R(0)-2905.57 cm1 R(1)-2925.22 cm1 P(1)-2864.43 cm1 P(2)-2842.93 cm1 From the last homework, the first few states of hydrogen atom are shown in the following and o 6. potential energy diagram:
The figure below shows the infra-red rotation-vibration spectrum of nitrous oxide gas (N20). N20 드 2200 2210 2220 2230 2240 v/cm-1 From the information in the figure, and giving an outline of your working, calculate a value for the moment of inertia of this linear molecule for its active rotational mode. The figure below shows the infra-red rotation-vibration spectrum of nitrous oxide gas (N20). N20 드 2200 2210 2220 2230 2240 v/cm-1 From the information in the figure, and giving...