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Display information for equation id:math.1597.15 on revision:1597
* Page found: Zeitunabhängige Schrödinger- Gleichung und stationäre Zustände (eq math.1597.15)
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Hash: 01be725eda8883c170d10de39ab9f363
TeX (original user input):
\left\langle F(\hat{\bar{p}},\hat{\bar{r}}) \right\rangle =\int_{{}}^{{}}{{}}{{\Psi }_{E}}*(\bar{r},t)F(\hat{\bar{p}},\hat{\bar{r}}){{\Psi }_{E}}(\bar{r},t){{d}^{3}}r=\int_{{}}^{{}}{{{\phi }_{E}}(\bar{r})*}F(\hat{\bar{p}},\hat{\bar{r}}){{\phi }_{E}}(\bar{r})=\int_{{}}^{{}}{{{\phi }_{E}}(\bar{r})*}F(\frac{\hbar }{i}\nabla ,\hat{\bar{r}}){{\phi }_{E}}(\bar{r})
TeX (checked):
\left\langle F({\hat {\bar {p}}},{\hat {\bar {r}}})\right\rangle =\int _{}^{}{}{{\Psi }_{E}}*({\bar {r}},t)F({\hat {\bar {p}}},{\hat {\bar {r}}}){{\Psi }_{E}}({\bar {r}},t){{d}^{3}}r=\int _{}^{}{{{\phi }_{E}}({\bar {r}})*}F({\hat {\bar {p}}},{\hat {\bar {r}}}){{\phi }_{E}}({\bar {r}})=\int _{}^{}{{{\phi }_{E}}({\bar {r}})*}F({\frac {\hbar }{i}}\nabla ,{\hat {\bar {r}}}){{\phi }_{E}}({\bar {r}})
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