Parity宇称
Parity involves a transformation that changes the algebraic sign of the coordinate system. Parity is an important idea in quantum mechanics because the wavefunctions which represent particles can behave in different ways upon transformation of the coordinate system which describes them. Under the parity transformation: 宇称涉及一种将坐标系代数符号翻转的变换。宇称在量子力学中是一个重要的概念,因为表示粒子的波函数在描述它们的坐标系变换时可以表现出不同的行为。在宇称变换下:
![]() The parity transformation changes a right-handed coordinate system into a left-handed one or vice versa. Two applications of the parity transformation restores the coordinate system to its original state. 宇称变换将右手法坐标系变为左手法坐标系或反之。对宇称变换进行两次操作可使坐标系恢复到原来的状态。
It is a reasonable presupposition that nature should not care whether its coordinate system is right-handed or left-handed, but surprisingly, that turns out not to be so. In a famous experiment by C. S. Wu, the non-conservation of parity in beta decay was demonstrated. 人们合理地假设,自然界不应关心其坐标系是右手法则还是左手法则,但令人惊讶的是,事实并非如此。在C. S. Wu的一项著名实验中,证明了β衰变中宇称不守恒。
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Index Conservation laws for particles Griffiths, 2nd Ed Sec 4.4 索引 particles的守恒定律 Griffiths, 第2版 第4章4节 | ||
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Non-conservation of Parity宇称不守恒
This and subsequent experiments have consistently shown that a neutrino always has its intrinsic angular momentum (spin) pointed in the direction opposite its velocity. It is called a left-handed particle as a result. Anti-neutrinos have their spins parallel to their velocity and are therefore right-handed particles. Therefore we say that the neutrino has an intrinsic chirality. 这些及后续的实验一致表明,中微子的固有角动量(自旋)总是指向与其运动方向相反的方向。因此,中微子被称为左手粒子。反中微子的自旋方向与它们的运动方向相同,因此是右手粒子。因此我们说中微子具有固有的手性。
The idea that nature at a very fundamental level can tell the difference between "left-handed" and "right-handed" systems is a radical one. It was thought for a time that the combination of the parity operation (=P) and "charge conjugation" (changing each particle into its antiparticle = C) was an inviolate conservation law (CP invariance). But the study of the Kaon decay in 1964 showed a violation of CP. If you add time reversal (=T) to the picture, then it appears that the combination of all three leaves the system indistinguishable from the original (CPT invariance). 自然界在非常基本的层面上能够区分‘左手法则’和‘右手法则’系统这一观点是一个激进的观念。曾有一段时间认为,宇称操作(=P)与‘电荷共轭’(将每个粒子变为它的反粒子 = C)的组合是一种不可侵犯的守恒定律(CP不变性)。但1964年对K介子衰变的研究显示了CP的破坏。如果将时间反演(=T)加入这一图景,那么看起来三个操作的组合使系统与原系统无法区分(CPT不变性)。
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Index Reference Rohlf Ch. 11,17 索引参考Rohlf第11、17章 | ||
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