CHEM 121
... Like the de Broglie relation, the Heisenberg Uncertainty Principle is important only for very small masses such as e-s, n0s, etc. §8-6 Quantum Mechanics & Schrödinger equation: Bohr model only applies to atoms with one eMotivated by classical wave equation for violin string Fig 8-18 Builds in de Bro ...
... Like the de Broglie relation, the Heisenberg Uncertainty Principle is important only for very small masses such as e-s, n0s, etc. §8-6 Quantum Mechanics & Schrödinger equation: Bohr model only applies to atoms with one eMotivated by classical wave equation for violin string Fig 8-18 Builds in de Bro ...
Class23
... In the real world, infinitely high wells don’t exist Finite wells, however, are quite common Schrödinger equation is slightly more complicated, since Ep is finite outside well • Solution has non-trivial form (“trust me”) ...
... In the real world, infinitely high wells don’t exist Finite wells, however, are quite common Schrödinger equation is slightly more complicated, since Ep is finite outside well • Solution has non-trivial form (“trust me”) ...
Study Guide For Final Exam
... Observers disagree on certain aspects of the experiment, however they agree on validity of: • Newton's Laws • Conservation of Energy • Conservation of Momentum No mechanical experiment can tell the difference The notion of absolute motion in space is meaningless Say an event occurs in an inertial fr ...
... Observers disagree on certain aspects of the experiment, however they agree on validity of: • Newton's Laws • Conservation of Energy • Conservation of Momentum No mechanical experiment can tell the difference The notion of absolute motion in space is meaningless Say an event occurs in an inertial fr ...
量子力學
... these two particles are not interacting with each other. Find the ground-state and first excited-state eigenenergies and eigenfunctions, if they are (a) identical fermions and (b) identical bosons. 13. A particle is in the ground state in a box with sides at x=0 and x=a. Suddenly the walls of the bo ...
... these two particles are not interacting with each other. Find the ground-state and first excited-state eigenenergies and eigenfunctions, if they are (a) identical fermions and (b) identical bosons. 13. A particle is in the ground state in a box with sides at x=0 and x=a. Suddenly the walls of the bo ...
Lecture 5
... Class exercise: what are the ground-state electronic configurations for Cs (Z=55) and Tl (Z=81)? ...
... Class exercise: what are the ground-state electronic configurations for Cs (Z=55) and Tl (Z=81)? ...
Lagrange`s and Hamilton`s Equations
... Fxi = − ∂xi ∂yi ∂zi where Fxi (or Fyi or Fzi ) is the x (or y or z) -component of the force on particle i. As an example, we can consider the one-dimensional particle moving in the harmonic well with force F = −kx. For such a system, a potential energy exists and is given by V (x) = 1/2 kx2 . By dif ...
... Fxi = − ∂xi ∂yi ∂zi where Fxi (or Fyi or Fzi ) is the x (or y or z) -component of the force on particle i. As an example, we can consider the one-dimensional particle moving in the harmonic well with force F = −kx. For such a system, a potential energy exists and is given by V (x) = 1/2 kx2 . By dif ...
Lec 4 Fri 2sep16 Heat Capacity
... that you will be encountering in our study of the First and Second Laws. ...
... that you will be encountering in our study of the First and Second Laws. ...
total C has the units of JK-1 molar heat capacity = C specific heat
... and have a curiosity about what underlies quantities such as pressure, ∆U, q, and w. This section has been inserted to help take some of the mysteries out of quantities that you will be encountering in our study of the First and Second Laws. It is also the introduction to the important construct kno ...
... and have a curiosity about what underlies quantities such as pressure, ∆U, q, and w. This section has been inserted to help take some of the mysteries out of quantities that you will be encountering in our study of the First and Second Laws. It is also the introduction to the important construct kno ...
Applied quantum mechanics 1 Applied Quantum Mechanics
... (a) An electron with zero orbital angular momentum (l = 0 ) moves in a radial potential V r = 0 for r a and V r = for r a , where a is the radius of a spherical quantum dot. Use the radial Schrödinger equation to find the eigenenergies and normalized eigenstates of the electron. (b) Fi ...
... (a) An electron with zero orbital angular momentum (l = 0 ) moves in a radial potential V r = 0 for r a and V r = for r a , where a is the radius of a spherical quantum dot. Use the radial Schrödinger equation to find the eigenenergies and normalized eigenstates of the electron. (b) Fi ...