For accurate electron temperature diagnostics, the collision-excitation model is used for Sulfur plasma. Using the calculated Maxwellian average collision strengths at 1000 K, we calculate the electron temperature using the 3s23p2[Formula: see text]D1–3s23p2[Formula: see text]P3, 3s23p2[Formula: see text]S1–3s23p2[Formula: see text]D1 and 3s23p2[Formula: see text]S1–3s23p2[Formula: see text]P3 transitions of Sulfur III. Results show that when the line ratio of 3s23p2[Formula: see text]S1–3s23p2[Formula: see text]D1 and 3s23p2[Formula: see text]D1–3s23p2[Formula: see text]P3 transitions varies from 0.43 to 1, the electron temperature will vary from 0 to [Formula: see text] K, and the electron temperature will decrease with increasing line ratio. This discussion will be important for electron temperature diagnostics of plasma.

中文翻译：

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使用碰撞激发模型对硫 III 等离子体进行温度诊断

对于准确的电子温度诊断，碰撞激发模型用于硫等离子体。使用计算的 1000 K 时的麦克斯韦平均碰撞强度，我们使用 3s 计算电子温度23p2[公式：见正文]D1–3s23p2[公式：见正文]P3, 3 秒23p2[公式：见正文]S1–3s23p2[公式：见正文]D1和 3s23p2[公式：见正文]S1–3s23p2[公式：见正文]P3硫III的转变。结果表明，当线比为 3s23p2[公式：见正文]S1–3s23p2[公式：见正文]D1和 3s23p2[公式：见正文]D1–3s23p2[公式：见正文]P3跃迁从 0.43 变化到 1，电子温度将从 0 变化到 [公式：见正文] K，并且电子温度会随着线比的增加而降低。该讨论对于等离子体的电子温度诊断非常重要。