Definition: Centered Particle
 Noun Definition Centered Particle $\parallel \overline{\rho} \parallel \; = 0$ 5-23

## Logical Antecedents

 Noun Definition Norm $\hspace{-150px} \parallel \overline{\rho} \parallel \; \equiv \sqrt{ \ \lvert \ k_{mm} \rho_{m}^{2} + k_{ee} \rho_{e}^{2} + k_{zz} \rho_{z}^{2} + 2 k_{me} \rho_{m} \rho_{e} + 2k_{mz}\rho_{m} \rho_{z} + 2 k_{ez}\rho_{e} \rho_{z} \ \rvert \ } \, \, \,$ 5-22
 Noun Definition Quark Metric \begin{align} k_{\alpha \beta} ^{ \mathbb{Q} } \equiv \frac{ \chi_{\alpha \beta} ^{ \sf{Earth}} }{ \chi_{zz} ^{ \sf{Earth}} } \end{align} 5-15
 Noun Definition Quark Space $\mathbb{Q} = \left\{ \overline{\rho}^{ 1 }, \ \overline{\rho}^{2}, \ \overline{\rho}^{3} \ldots \ \overline{\rho}^{\, k} \ldots \ \overline{\rho}^{\, N} \right\}$ 5-11
 Noun Definition Radius Vector $\overline{\rho} \equiv \left( \rho_{ m}, \rho_{e}, \rho_{ z} \right)$ 5-8

Related WikiMechanics articles.

The Norm

Note to editors: the layout for this page is determined by this template.

page revision: 1, last edited: 11 Jan 2018 13:27