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Heisenberg Form of Uncertainty Relations

机译:海森堡不确定关系形式

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This paper, deals with the uncertainty relation for photons. In [Phys.Rev.Let.108, 140401 (2012)], and 1 the uncertainty relation was obtained as a sharp inequality by using the energy distribution on space. The relation we obtain here is an alternative to the one given in [Phys.Rev.Let.108, 140401 (2012)] by the use of the position of the center of the energy operator. The fact that the components of the center is non commutative affected the right hand side of the Heisenberg inequality. But this resolved by the increase of the photon energy. Furthermore we study the uncertainty of Heisenberg with respect to angular momentum and Foureir. We end the paper by giving some examples.
机译:本文讨论了光子的不确定性关系。在[Phys.Rev.Let.108,140401(2012)]和1中,不确定性关系是通过利用空间上的能量分布而得到的尖锐不等式。通过使用能量算子中心的位置,我们在此获得的关系是[Phys.Rev.Let.108,140401(2012)]中给出的关系的替代。中心的分量是不可交换的,这一事实影响了海森堡不等式的右手边。但这可以通过增加光子能量来解决。此外,我们研究了海森堡在角动量和傅里叶方面的不确定性。我们通过给出一些示例来结束本文。

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