6. 1 dimension particle movement in a bounded state. particle's mass m, E = (particle's energy=E, potential energy=VO) 4
Posted: Fri Apr 29, 2022 11:37 am
6. 1 dimension particle movement in a bounded state. particle's mass m, E = (particle's energy=E, potential energy=VO) 4
1 dimension / mass m V. particle's energy E 영역2 993 MI ( = V(x) = () for 0 SX SL V(x) = 00 for x < 0 2h? V(x) = V. for x > L, 0< V.< ml = 1) find the solution of Schrödinger equation including the boundary condition for go (region)2. 2) find the solution of Schrödinger equation including the boundary condition for old (region)3. 3) Find the maximum number (how many) of the bounded energy level by Deriving a relational expression from the results of 1) and 2). 4) From the result of 3), find the energy of the first excited state of the particle and find the difference from the obtained bottom state energy when V. → 0.
1 dimension / mass m V. particle's energy E 영역2 993 MI ( = V(x) = () for 0 SX SL V(x) = 00 for x < 0 2h? V(x) = V. for x > L, 0< V.< ml = 1) find the solution of Schrödinger equation including the boundary condition for go (region)2. 2) find the solution of Schrödinger equation including the boundary condition for old (region)3. 3) Find the maximum number (how many) of the bounded energy level by Deriving a relational expression from the results of 1) and 2). 4) From the result of 3), find the energy of the first excited state of the particle and find the difference from the obtained bottom state energy when V. → 0.