修正普朗克单位

摘要：

普朗克单位是质量、长度和时间的自然物理尺度，在基本常数$\hbar, c, G$的帮助下建立。用于构造普朗克单位的常数的功能作用是不同的。如果前两个代表了作用的极限和光速，并且是量子力学和狭义相对论的基础，那么牛顿常数$G$“仅仅”确定了引力的绝对值。这似乎是自然的，使一组基本常数更一致和更有效，如果用来建立普朗克单位只有极限值。为此，除了极限值$\hbar $和$c$之外，我们还引入了一个额外的极限值-本质上的最大功率。根据这些值，提出了普朗克单位制的修正。提出的修改保持不变的普朗克单位的数值，但是，开辟了令人兴奋的新的可能性，解释已知的结果，并获得新的。

英文摘要：

Planck units are natural physical scales of mass, length and time, built with the help of the fundamental constants $\hbar, c, G$. The functional role of the constants used for the construction of Planck units is different. If the first two of them represent the limits of the action and the speed of light and underlie quantum mechanics and special relativity, the Newton's constant $G$ "only" fixes the absolute value of the gravitational forces. It seems natural to make a set of fundamental constants more consistent and more effective if used to build Planck units only limit values. To this end, in addition to the limit values $\hbar $ and $c$ we introduce an additional limit value - a maximum power in nature. On the basis of these values, a modification of the Planck unit system is proposed. The proposed modification leaves unchanged the numerical values of Planck units, however, opens up exciting new possibilities for interpreting the known results and for obtaining new ones.

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