Definition: Free Particle
Noun Definition
Free Particle $\lvert \Delta n^{\sf{D}} \rvert = 8 \ \ \ \ \ {\sf{\text{and}}} \ \ \ \ \ N^{\sf{D}} \! \to ∞$ 5-10

Logical Antecedents

Adjectives Definition
Quark Coefficients $n \ \ {\sf{\text{and}}} \ \ N \ \ \sf{\text{count the number of quarks in a particle}}$ 4-3
Noun Definition
Outer Radius $\begin{align} \rho_{\LARGE{\circ}} \equiv \frac{N^{\sf{D}}}{8} \sqrt{ \frac{hc}{ k_{\sf{F}}} \vphantom{\frac{hc}{2 \pi k_{\sf{F}}}^2} } \end{align}$ 5-7
Noun Definition
Inner Radius $\begin{align} \rho_{\LARGE{\bullet}} \equiv \frac{ \lvert \Delta n^{\sf{D}} \rvert }{8} \sqrt{ \frac{hc}{ k_{\sf{F}}} \vphantom{\frac{hc}{ k_{\sf{F}}}^2} } \end{align}$ 5-6

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