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Comparison of calculated neutral beam shine-through with measured shine-through in DIII-D

机译:DIII-D中计算出的中性光束穿透率与实测穿透率的比较

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A comparison of the calculated shine-through of neutral particle beams in the DIII-D plasma to measured values inferred from the target temperature rise is reported. This provides an opportunity to verify the shine-through calculations and makes them more reliable in those cases where the shine-through cannot be measured. The DIII-D centerpost neutral beam target tiles are safeguarded against excessive beam shine-through by pyrometry and thermocouple (TC) arrays on the tiles. Shine-through beam power is calculated from the measured temperature changes reported by the target tile TC array. These measurements are performed at the beginning of each operational year at DIII-D. Theoretically, the beam energy deposited into the plasma can be expressed as a function of the change in beam density: E/sub b/spl rarr/p/=/spl epsi/[/spl int/(dt)*/spl int/(dV)*/spl int/(-dsN/sub b/(s))]. The expression for beam density propagating in a plasma is: dN/sub b/(s)/ds=-N/sub b/(s)n(s)/spl sigma/. Where N/sub b/(s) is the beam particle density, n(s) is the plasma density, /spl sigma/ is the interaction cross section, and /spl epsi/ is the energy per beam particle. The beam energy deposited onto the centerpost (shine-through) is then of the general form: E/sub cp/=/spl epsi/[/spl int/(dt)*/spl int/(dVN/sub b/(a))], where N/sub b/(a)=A[N/sub b/(0)/sub e//sup -(na/spl sigma/)/spl gamma/+/C]. Given that a, is the plasma diameter, (na) is the line density, N/sub b/(O) is the initial beam density, where A, C and g are system dependent constants. The line density and uncollided beam density are measured quantities. Values of /spl sigma/ are available in the general literature. Neutral beam energy deposition in a plasma (of known density) is inferred by comparing the results of a series of shine-through measurements for the 1997 campaign at DIII-D to the expected shine-through given by theory.
机译:报告将DIII-D等离子体中的中性粒子束的计算出的穿透率与从目标温度升高推断出的测量值进行了比较。这提供了验证穿透率计算的机会,并使它们在无法测量穿透率的情况下更加可靠。 DIII-D中立柱中性光束目标瓷砖通过瓷砖上的高温测定和热电偶(TC)阵列进行保护,以防止过多的光束通过。根据目标瓦片TC阵列报告的测得的温度变化,计算出直射光束功率。这些测量是在每个工作年度开始时在DIII-D进行的。从理论上讲,沉积到等离子体中的束能量可以表示为束密度变化的函数:E / sub b / spl rarr / p / = / spl epsi / [/ spl int /(dt)* / spl int / (dV)* / spl int /(-dsN / sub b /(s))]。在等离子体中传播的束密度的表达式为:dN / sub b /(s)/ ds = -N / sub b /(s)n(s)/ spl sigma /。其中N / sub b /(s)是束粒子密度,n(s)是等离子体密度,/ spl sigma /是相互作用截面,/ spl epsi /是每束粒子的能量。这样,沉积到中心柱上的光束能量(直射)的一般形式为:E / sub cp / = / spl epsi / [/ spl int /(dt)* / spl int /(dVN / sub b /(a ))],其中N / sub b /(a)= A [N / sub b /(0)/ sub e // sup-(na / spl sigma /)/ spl gamma / + / C]。假设a是等离子直径,(na)是线密度,N / sub b /(O)是初始光束密度,其中A,C和g是与系统有关的常数。线密度和非碰撞光束密度是测量量。 / spl sigma /的值可在一般文献中找到。通过将1997年DIII-D战役的一系列穿透测试结果与理论上预期的穿透率进行比较,可以推断出等离子体中(已知密度)的中性束能量沉积。

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