Definition: Magnetic Axis Unit Vector

Noun | Definition | |

Magnetic Axis Unit Vector | $\hat{m} \equiv (1, 0, 0)$ | 5-12 |

## Logical Antecedents

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 |

Noun | Definition | |

Magnetic Radius | $\begin{align} \rho_{ m} \equiv \frac{ {\Delta}n^{ \mathsf{A}} U^{ \mathsf{A}} - {\Delta}n^{ \mathsf{M}} U^{ \mathsf{M}} }{ k_{\sf{F}} } \end{align}$ | 5-3 |

Related WikiMechanics articles.

- Building Quark Models
- Particles
- Quarks
- a logically ordered list of all definitions

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