The hydrogen molecule, H 2 , has the frequency of oscillations ω = 8 . 2 × 10 14 s − 1 . The reduced mass, which determines the relative displacement of hydrogen atoms, is m = 0 . 84 × 10 − 27 kg, which is half of the mass of a hydrogen atom. Using the model of a harmonic oscillator, estimate the characteristic displacement, z 0 , during vibrations of this molecule.
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Explanation:
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Answer:
Explanation:
— k = 2Deβ2 = 2. (. 7.31 × 10. −19 J/molecule. ) (. 1.81 × 1010 1 m. )2. ×. (. Nm ... k. µ. )1/2. The reduced mass µ from the masses of 127I m 127I.
A simple harmonic oscillator is a particle or system that undergoes harmonic motion ... which depends on the mass m of the oscillator and on the force constant k of the ... The lowest energy that a classical oscillator may have is zero, which ... Because the chlorine atom is 35 times more massive than the hydrogen atom, the ...Calculate the wavelength of a photon needed to excite a ... neighbouring energy levels of a harmonic oscillator of effective mass ... atom (15.9949mu) and force constant 544 N m ... To describe diatomic, need reduced mass ... The wavefunction for the 2s orbital of a hydrogen atom is N(2 − r/a0)e...we obtain the determining equation for the distance r0: − e2 ... S. ) . (8). If the temperature is too low to allow the population of the vibrational levels,. i. e. f ... refraction n = 1.333 with the molecular mass M = 18.015 g/mole and the density ... (2). If the hydrogen peroxide molecule, H−O−O−H, is projected onto the plane.