"Harmonic oscillator in quantum mechanics"의 두 판 사이의 차이

2012년 2월 17일 (금) 05:51 판

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-[[Heisenberg group and Heisenberg algebra]]
-[[Schrodinger equation]]
-<h5>energy  eigenstates</h5>
-*  Assume that Planck’s constant equals 1<br>
-*  a harmonic oscillator that vibrates with frequency <math>\omega</math> can have energy <math>\frac{\omega}{2}, (1 +\frac{1}{2})\omega, (2 +\frac{1}{2})\omega,(3 +\frac{1}{2})\omega,\cdots</math> in units where<br>
-*  The lowest energy is not zero! It’s <math>\omega/2</math>. This is called the ground state energy of the oscillator.<br>
 <h5>path integral formulation</h5>
+* Groundstate correlation functions
-Groundstate correlation functions
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 <h5>related items</h5>
+* [[Heisenberg group and Heisenberg algebra]]
+* [[Schrodinger equation]]
 * [[free massless boson]]