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通过电子储能的计算 ,编制出用于分析 HL - 1M电子能量约束定标律的数据库。用它与现有的欧姆能量约束定标律进行分析比较 ,结果表明 ,HL - 1M电子能量约束与 Alcator欧姆能量约束定标律的预测结果一致 ,能量约束饱和的密度值为 4 .8× 10 13 cm-3 。用标准回归分析给出了初步的 HL- 1M电子能量约束定标律 ,τe-reg E =2 .0 58n0 .78± 0 .0 2e T0 .79± 0 .0 4 e0 q0 .3 9± 0 .0 6a ,并分析了 HL- 1M欧姆电子能量约束与输运的关系。
Based on the calculation of electron energy storage, a database for analyzing the calibration law of HL - 1M electron energy was developed. The results show that the energy constraint of HL - 1M is consistent with the predictive result of the scaling law of Alcator ’s energy constraint, and the density of energy constraint saturation is 4. 8 × 10 13 cm-3. The standard HL-1M electron energy constraint scaling law was given by standard regression analysis, τe-reg E = 2.058n0.78 ± 0.22e T0.79 ± 0.40e0 q0.39 ± 0 .0 6a, and analyzed the relationship between HL-1M ohm electron energy constraint and transport.