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VECTOR EXPRESSION OF UNITS OF PHYSICAL QUANTITIES

机译:矢量表达式的物理量单位

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Vector representations of physical quantities in pseudo- Euclidean space are used to discuss several options for an appropriate coordinate system used to express a system of units. The SI system is found to have several issues causing the system of units to be overdetermined and underdetermined. We propose a version of the SI system that takes into account the three-dimensional nature of physical space and eliminates "dimensional isotopes," i.e., quantities with different physical meaning but identical dimensions in the SI system. We demonstrate that the mathematical expression for the vector norm of a measurement unit, referred to as a "system unit," can be used to determine whether a unit is within the range of variation in such a system unit.
机译:伪欧几里德空间中物理量的矢量表示用于讨论用于表达单位系统的适当坐标系的几个选项。发现SI系统有几个问题导致单元的单位系统被过度确定和未确定。我们提出了一种SI系统的版本,考虑了物理空间的三维性质,并消除了“尺寸同位素”,即具有不同物理意义但具有不同SI系统的尺寸的数量。我们证明了测量单元的矢量规范的数学表达式称为“系统单元”,可以用于确定单位是否在这种系统单元中的变化范围内。

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