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- Write down the expression for the quantized energy levels, En, of a particle of mass m inan infinite square well of width L.b) State the frequency of a photon that would be emitted from a particle transitioning from then = 2 energy level to the n = 1 energy level of this infinite square well.YOU CAN IGNORE DOING THE GFS METHOD. BUT PLS FOLLOW THE REST OF THE STEPS (B-F)Find the change or shift in the resonance frequency for CaTiO3 with temperature coefficient of resonance frequency of 20 ppm/C and initial applied frequency of 30 GHz at temperature of 20 C to 90 C.
- Verify the law of addition of quantum mechanical amplitude in case of neutron diffraction in single crystal.1Two diamebirically ofporili pointi of o melal sing aue comectoel fo luo louminals of the left gap of melei kuidge: The sesislonce of 1nohm is connecled in Right gab. B null point is eblained at a dislance of 45 cm from lef end, find the resislonce of the ding.
- We can finally calculate the uncertainty in the axial distance using the relation where o, is the uncertainty in r. Find the uncertainty in the axial distance of the particle's location.Variati mal Pri nuiple Quantum Mehanics- PROBLEM : Suppase we Nant to find the gr ound statte the ome - dimensi anal har monic oscillator : mw 2 2 2 A= Using trint ware function the -bx? Y(x) = Ae where b= constant A is deer mined by nor malizatim - 2bx? 12 e dx 2b 26\ 14 A = Nows Where in fis cate, 有 2 d? 7 final Ansuer. - bx am T %3D 2m Questia : Show Details for this one.For a particle in a one-dimensional box, - calculate the probability of finding a particle in the second and third quarters of the box. - What is this quantity for the fourth quarter?
- A particle in an infinite potential box with walls at 0 and xma (ie, the potential is infinite fort 0 and Su and zere in berween) has the following wave function at some initial time: 3x (x)= sin (a) Find the possible results of the measurement of the system's energy and the correspond- ing probubilities. ib) Find the form of the wave function afier such a measurement. (c) If'the energy is measured again ummediately afterwards, what are the relative probabili- ties of the possible outcomes?Q4A Photon lneident upon a bystogo, s adom ejects pm electoon uith! a KiE of 10?ev. f the ejected electron was in the fiast excited Stoute, Calculate the ene8 Lhoton. Whot K.E Woudvy cocrgy of have been Imparted to Om electron im State. Jrbund(b) The electron concentration in a piece of Si at 300 K is 10 cm. What is the hole concentration? Find the value of intrinsic carrier concentration.