Like a harmonic oscillator with a orce constant of 1550 N/m of the nitrogen oxide molecule suppose ou behave. The energy of the second excited vibrating state (in eV) Find.
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- The normalized time independent wavefunction for an electron in an infinite square well potential in the nh quantum state is given by, 2 плх w,(x)=, -sin n = 1, 2, 3, .. L L If L= 0.250 nm, use the Hamiltonian operator (with V = 0) to find the energy for n = 10. h = 6.626 x 1034 J-s 1 eV = 1.6022 x 10-19 J Given: m. = 9.1094 x 1031 kgHn electron trap in an intinite potentia'l Electron can be considered as free particle - having particle Wave UIS ery 1. 7. 2. and 77 positeon af Suantun Find the probability of th 2.00 nm UIS fx fie buiing WellAn electron is trapped in an infinitely deep one-dimensional well of width 10 nm. Initially, the electron occupies the n = 4 state. Calculate the photon energy required to excite the electron in the ground state to the first excited state.
- Calculate the ionization energy of helium using the variational principle. The ionization energy is the difference between the ground state of neutral He (with two electrons), and the ground state of He* (with one electron removed). The ground state of neutral He we will calculate in class to be approximately -75 eV using the variational method.electron with mass m moring inside box 0LXLa, if function is given by: you. know tkut te Yos=2 sin what is tu state of tu electron and what is tu energy of electrenAn electron trap in an intinite potentiad Well Electron can be considered a S free particle - having partick and energy UIS (*) sing - * २), 77 7. 7U 2. I th the pind probabilit of Kinetic 77x> write down the schrodinger eguation for the electron in infante potential well
- Consider an electron trapped in a 20 Å long box whose wavefunction is given by the following linear combination of the particle's n = 2 and n = 3 states: ¥(x,t) =, 2nx - sin ´37x - sin 4 where E, 2ma² a a. Determine if this wavefunction is properly normalized. If not, determine an appropriate value for a normalization constant. b. Show that this is not an eigenfunction to the PitB problem. What are the possible results that could be returned when the energy is measured and what are the probabilities of measuring each of these results?Vac uum → measure the Electric Rield Oue wave lenglat away Ampli tudo is 2u V/m At 2=2 em >And Find : the frequency write the expression Ahe descvi bes the slectric peld if it is traaling positive Ź divection in time demain Find H