Table 4: This table indicates the radius of several f-surfaces, for several values of L, $V_{\rm c}$ and $\sigma _{\rm inel}$ . We have introduced $L_{10}\equiv L/10$ kpc, $V_{10} \equiv V_{\rm c}/10$ km s^-1 and $\sigma _{100}\equiv \sigma /100$ mb.
L(kpc) $V_{\rm c}$ (km s^-1) $\sigma _{\rm inel}$ (mb) $R_{50\%}$ (kpc) $R_{90\%}$ (kpc) $R_{99\%}$ (kpc)

$L_{10} \times 10$ 0 0 6.3 $\times L_{10}$ 19 $\times L_{10}$ 34 $\times L_{10}$

$\infty$ $10 \times V_{10}$ 0 4.9/V₁₀ 18.6/V₁₀ 41/V₁₀

$\infty$ 0 $100\times \sigma_{100}$ $3.7 / \sigma_{100}$ $30.8 / \sigma_{100}$ $318/ \sigma_{100}$

5 0 0 3.1 9.5 17

5 10 50 2.05 6.8 13.1

**Table 4:** This table indicates the radius of several f-surfaces, for several values of L, $V_{\rm c}$ and $\sigma _{\rm inel}$ . We have introduced $L_{10}\equiv L/10$ kpc, $V_{10} \equiv V_{\rm c}/10$ km s^-1 and $\sigma _{100}\equiv \sigma /100$ mb.
L(kpc)	$V_{\rm c}$ (km s^-1)	$\sigma _{\rm inel}$ (mb)	$R_{50\%}$ (kpc)	$R_{90\%}$ (kpc)	$R_{99\%}$ (kpc)
$L_{10} \times 10$	0	0	6.3 $\times L_{10}$	19 $\times L_{10}$	34 $\times L_{10}$
$\infty$	$10 \times V_{10}$	0	4.9/V₁₀	18.6/V₁₀	41/V₁₀
$\infty$	0	$100\times \sigma_{100}$	$3.7 / \sigma_{100}$	$30.8 / \sigma_{100}$	$318/ \sigma_{100}$
5	0	0	3.1	9.5	17
5	10	50	2.05	6.8	13.1

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