Table 6: Effective collision strengths for the fine structure transitions from the 3s² ¹S₀ ground state to levels 2-14 of S V, for electron temperatures ranging from $\log_{10} T_{\rm e}({\rm K}) = 4.0$ to 6.0 in steps of 0.2 dex. A superscript indicates the power of 10 with which the number must be multiplied i.e., $a^{-n}=a \times 10^{-n}$ , i and j denote the initial and final levels of the transition (see Table 5).
Transition $\log_{10} T_{\rm e}$ (K) $\quad\qquad\qquad$

i j 4.0 4.2 4.4 4.6 4.8 5.0 5.2 5.4 5.6 5.8 6.0

1 - 2 2.12^-1 2.04^-1 1.94^-1 1.81^-1 1.60^-1 1.36^-1 1.10^-1 8.52^-2 6.44^-2 4.75^-2 3.43^-2

1 - 3 6.35^-1 6.11^-1 5.83^-1 5.42^-1 4.81^-1 4.07^-1 3.29^-1 2.56^-1 1.94^-1 1.43^-1 1.04^-1

1 - 4 1.06 1.02 9.72^-1 9.03^-1 8.02^-1 6.78^-1 5.48^-1 4.26^-1 3.22^-1 2.38^-1 1.72^-1

1 - 5 7.04 7.03 7.05 7.13 7.29 7.51 7.85 8.39 9.20 1.03¹ 1.15¹

1 - 6 7.19^-1 7.25^-1 7.11^-1 6.90^-1 6.69^-1 6.53^-1 6.42^-1 6.37^-1 6.34^-1 6.25^-1 5.96^-1

1 - 7 1.04^-2 9.57^-3 8.92^-3 8.12^-3 7.06^-3 5.81^-3 4.54^-3 3.38^-3 2.43^-3 1.70^-3 1.16^-3

1 - 8 3.12^-2 2.87^-2 2.68^-2 2.44^-2 2.12^-2 1.74^-2 1.36^-2 1.01^-2 7.27^-3 5.06^-3 3.44^-3

1 - 9 5.21^-2 4.79^-2 4.46^-2 4.06^-2 3.53^-2 2.90^-2 2.27^-2 1.69^-2 1.22^-2 8.48^-3 5.77^-3

1 - 10 1.27^-1 1.29^-1 1.27^-1 1.22^-1 1.12^-1 9.93^-2 8.62^-2 7.36^-2 6.15^-2 4.98^-2 3.88^-2

1 - 11 2.12^-1 2.14^-1 2.12^-1 2.03^-1 1.87^-1 1.67^-1 1.46^-1 1.25^-1 1.04^-1 8.45^-2 6.64^-2

1 - 12 2.97^-1 3.00^-1 2.96^-1 2.84^-1 2.61^-1 2.31^-1 2.00^-1 1.71^-1 1.42^-1 1.15^-1 9.02^-2

1 - 13 5.20^-2 5.47^-2 5.42^-2 5.13^-2 4.72^-2 4.30^-2 3.93^-2 3.65^-2 3.41^-2 3.20^-2 2.96^-2

1 - 14 8.72^-1 8.93^-1 9.07^-1 9.10^-1 9.07^-1 9.09^-1 9.23^-1 9.52^-1 9.94^-1 1.04 1.07

**Table 6:** Effective collision strengths for the fine structure transitions from the 3s² ¹S₀ ground state to levels 2-14 of S V, for electron temperatures ranging from $\log_{10} T_{\rm e}({\rm K}) = 4.0$ to 6.0 in steps of 0.2 dex. A superscript indicates the power of 10 with which the number must be multiplied i.e., $a^{-n}=a \times 10^{-n}$ , i and j denote the initial and final levels of the transition (see Table 5).
Transition	$\log_{10} T_{\rm e}$ (K) $\quad\qquad\qquad$
i		j	4.0	4.2	4.4	4.6	4.8	5.0	5.2	5.4	5.6	5.8	6.0
1	-	2	2.12^-1	2.04^-1	1.94^-1	1.81^-1	1.60^-1	1.36^-1	1.10^-1	8.52^-2	6.44^-2	4.75^-2	3.43^-2
1	-	3	6.35^-1	6.11^-1	5.83^-1	5.42^-1	4.81^-1	4.07^-1	3.29^-1	2.56^-1	1.94^-1	1.43^-1	1.04^-1
1	-	4	1.06	1.02	9.72^-1	9.03^-1	8.02^-1	6.78^-1	5.48^-1	4.26^-1	3.22^-1	2.38^-1	1.72^-1
1	-	5	7.04	7.03	7.05	7.13	7.29	7.51	7.85	8.39	9.20	1.03¹	1.15¹
1	-	6	7.19^-1	7.25^-1	7.11^-1	6.90^-1	6.69^-1	6.53^-1	6.42^-1	6.37^-1	6.34^-1	6.25^-1	5.96^-1
1	-	7	1.04^-2	9.57^-3	8.92^-3	8.12^-3	7.06^-3	5.81^-3	4.54^-3	3.38^-3	2.43^-3	1.70^-3	1.16^-3
1	-	8	3.12^-2	2.87^-2	2.68^-2	2.44^-2	2.12^-2	1.74^-2	1.36^-2	1.01^-2	7.27^-3	5.06^-3	3.44^-3
1	-	9	5.21^-2	4.79^-2	4.46^-2	4.06^-2	3.53^-2	2.90^-2	2.27^-2	1.69^-2	1.22^-2	8.48^-3	5.77^-3
1	-	10	1.27^-1	1.29^-1	1.27^-1	1.22^-1	1.12^-1	9.93^-2	8.62^-2	7.36^-2	6.15^-2	4.98^-2	3.88^-2
1	-	11	2.12^-1	2.14^-1	2.12^-1	2.03^-1	1.87^-1	1.67^-1	1.46^-1	1.25^-1	1.04^-1	8.45^-2	6.64^-2
1	-	12	2.97^-1	3.00^-1	2.96^-1	2.84^-1	2.61^-1	2.31^-1	2.00^-1	1.71^-1	1.42^-1	1.15^-1	9.02^-2
1	-	13	5.20^-2	5.47^-2	5.42^-2	5.13^-2	4.72^-2	4.30^-2	3.93^-2	3.65^-2	3.41^-2	3.20^-2	2.96^-2
1	-	14	8.72^-1	8.93^-1	9.07^-1	9.10^-1	9.07^-1	9.09^-1	9.23^-1	9.52^-1	9.94^-1	1.04	1.07

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