9. (McQuarrie E-9) that the following three so-called spherical harmonics functions are orthonor- mal when integrated over all 0 and (i.e. ignore the radial part r here). 1/2 3 Y₁(0,0) = 3 cos 4π Y₁₁(0, 0) = 1/2 eid sin 8πT 1/2 3 Y₁¯¹ (0, 0) = e sin 8πT
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- What is the degeneracy of an h subshell? An n subshell?For a particle in a state having the wavefunction =2asinxa in the range x=0toa, what is the probability that the particle exists in the following intervals? a x=0to0.02ab x=0.24ato0.26a c x=0.49ato0.51ad x=0.74ato0.76a e x=0.98ato1.00a Plot the probabilities versus x. What does your plot illustrate about the probability?a Q₁ Given = AX (a-x), A, a are = limit ofxña at tro ~ (x, 0) Constant 1- Find A for normalized (NX, o) 2- If (AV₁0) represents the wave function of aparticle find all bil in infinite square well outside the well N(x,0) find (x, t)
- 4. Determine the commutator of the operators a and at. [₁, Â₂ ] = Â₁Â₂ — Î₂Ô₁ at = (x- ip) √2 = (x+ ip) √2 a = x = x hd ô = h 1-2 i dx8. -/1 POINTS WAMODPHYS1 6.P.032. MY NOTES ASK YOUR TEACHER The spring constant of a quantum harmonic oscillator in a potential well is 7.65 N/m. Determine the wavelength (in nm) of light the electron will emit as it jumps from the n = 5 to n = 3 state. nmlinear functions, quadratic functions cubic Ta E 8C3 3C2 | 6S4| 60d rotations functions A1 +1+1 +1 +1 +1 xyz A2 +1+1 +1 -1 -1 +2-1 (2z-x²-y², x²-y²) E +2 [x(z²-y?), y(z²-x²), z(x²-y?)] (x³, y³, z°) [x(z°+y}), y(z²+x?), z{x*+y?)] T1 +30 (Rx, Ry, R2) -1 +1 -1 T2 +30 -1 -1 +1 (х, у, z) (ху, хz, yz) linear functions, quadratic functions cubic C2v E C2 (z) o,(xz) 6,(yz) O. rotations functions A1 +1|+1 +1 x², y², z² z°, x²z, y²z +1 A2 +1+1 -1 |-1 Rz ху xyz B1 +1|-1 +1 |-1 х, Ry XZ xz?, x³, xy? B2 +1-1 y, Rx yz", y³, x²y -1 +1 yz linear functions, quadratic cubic E 2C4 (z) C2 20, 20d CAv rotations functions functions A1 +1|+1 +1|+1 x²+y?, z² | z³, z(x²+y?) +1 A2 +1+1 +1 -1 -1 Rz B1 +1-1 +1+1 |-1 x²-y? z(x²-y²) B2 +1|-1 +1 -1 +1 ху xyz +2|0 -2 0 |(x, y) (Rx, Ry) (Xz, yz) |(xz², yz²) (xy², x²y) (x³, y³) 2. A student synthesized a new molecule of MX4 with either point group Ta, C2v, or Cav each of the following point group's character tables are reflected above. A. None of these point groups…
- 4-14. Determine whether or not the following pairs of operators commute. Â B (a) (b) d dx X (c) SQR (d) x². dx d² dx² d dx SQRT d² dx² d dx +2.Compute in the atomic system of units the normalized states - spin vectors of the particle with a specified projection Sy = ± 2 on the y-axis.۲۸: ص + O U A A Fi دبلا عنوان H.W. of lect. 11 For Harmonic Oscillator, prove that the Sommerfeld quantization condition is given as equation described in the attachment below (in detailed steps); $pxdx = 2n²v•mx? A المزید مشاركة النص متحس س ملاحظة
- How many nodes are there in the p LUMO wavefunction of 1,3,5-hexatriene? Answer with ONLY an integer.for and ST dimensional lenght While (b) Find eigen QNO4. particles wave lenght of (a) calculate energy, mementin in one box 3rd level box find (st (a) length to in an 1.4 nm mass 5x10 ¹5 q ? calculate any wave 2 is 0.1m of particle, is which of the following function dy/dx and a Eigen value if have y ² (b) sin ikx? 1Kx questions- arbit debroglic wave of electron moving of radius 5 Complete making Pengths ? храф10. Frist few harmonic oscillator wave functions. (i) Plot/draw (sketch/draft) the first four (4) probability densities for a harmonic oscillator (as a function of x).