Predict the characteristics of the ground state (1) 80 ¹7 (ii) 29 Cu 63
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Q: When the principal quantum number is n= 3, how many different values of (a) l and (b) me are…
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Q: If spin is not considered. how manv different wave functions correspond to the first excited level n…
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Q: 13. Consider the following state constructed out of products of eigen- = = √√ 12.-41¹1, -1) + √√…
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![Predict the characteristics of the ground state
(1) 80 17
(ii) 29 ℃u63
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- Using the Bohr model of the atom, calculate the electron’s velocity in the ? = 4 state ofhydrogen.5 For each of the following transitions, indicate if the transition is allowed. If not allowed briefly explain why. (a) 5f Fr→ 3d ³Dsz (b) 1s 2s 2p 2Ds2→ 1s² 2s²2p³ S32 (c) 1s² 2s 2p ³p,→ 1s² 2s²2p¹ ³P₂ It is believed that the inter-nucleon force is repulsive at short range and is mediated by p and a mesons. If their range is about 0.5 fm then estimate the mass energy in MeV of these particles, stating your method. Estimate the mass density for the central part of a nucleus of 174Hf. State any approximations or assumptions. {-7 For hydrogen atom electron, with Spin , in the state a -A(), Determine A, , of Sx, Sy,S2 13217水 and with spin State x く>,くら、?,くら,>, andProve that the radius of Bohr is given by the relation 4πε. h2 ao %3D me2Material Si Ge GaAs effective mass parameters: Electron Effective Mass 1.08mo 0.55mo 0.067mo Determine the number of quantum states [er unit volume (3D mate- rial) #/cm³ at T=300K for Si, Ge, and GaAs at an energy of E = kT. What do you observe about the relationship between effective mass and the # of states.7 The fundamental vibrational wavenumber ( ṽ) for 1H 127I molecule is 23096 cm-1 A. Determine the force constant (k) of 1H 127I B. Calculate the value of for 2H 127I. Show all calculations and the units. Explain the reasoning7. For the 3p and 3d states of hydrogen, show that (-) avg =1/1290. ao. n²The л-electrons can flow freely across the conjugated system of a 1,3-butadiene The total length that the π-electrons can travel is 1.47 Å. H H 1 LH HTC H H What is the energy (J) required to promote an electron from the HOMO(highest occupied energy level) to the LUMO(highest unoccupied energy level)? [each C contributes one e] What wavelength of light does this correspond to?