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1)  Cu plasma temperature
Cu等离子体温度
2)  Cu plasma
Cu等离子体
1.
Using Nd:YAG laser (with a wavelength of 1 064 nm and a pulse width of 10 ns) to ablate Cu target to get plasma spectra with different intensities of laser energy, we observe the different changes of CuⅠ and CuⅡ spectra as follows: the intensities of the atomic and ions lines of Cu plasma spectra have different changes with the increase of laser energy.
2 5nm)的相对强度 ,在局部热力学平衡近似下 ,利用Boltzmann图的最小二乘法拟合 ,测定了不同激光能量下Cu等离子体的电子温度。
3)  plasma temperature
等离子体温度
1.
Four coal samples with different particle size were analyzed at an experiment setup of sufficient parameters,and the spectral lines of calcium ions were used to analysis the plasma temperature together with the distribution of spectrum intensity of different lines.
5μs区间内的等离子体温度,并依据谱线Stark展宽与电子密度的关系得到了等离子体的电子密度。
2.
The arc plasma temperature is about 4 300~4 400K,and the error is about 100K.
放电过程中的电弧等离子体光谱测试表明其中主要有C2分子的发射峰,光谱分布曲线与普朗克黑体辐射曲线中T=4 350 K的分布情况吻合,确定放电电弧等离子体温度约4 300~4 400k,测量误差约100 K。
3.
The research results show that the current exhibit a saturation effect in the I V curves of plasma signal with increasing voltage in the negative voltage region, and the plasma temperature is higher than the vaporzation temperature of welded.
研究结果表明 ,在负电压段 ,等离子体电信号的电流随电压增加呈现饱和趋势 ;理论与试验曲线比较证明 ,等离子体温度高于被焊材料气化温度约 30 0 K。
4)  two-temperature plasma
双温度等离子体
1.
In this paper, a two-dimensional simulation is performed about the two-temperature plasma flow and heat transfer in a circular tube.
本文对圆形通道内双温度等离子体的传热与流动特性进行了二维数值模拟,研究中假定体系处于局域化学平衡态,但电子温度不等于重粒子温度,需分别用各自的守恒方程求解。
5)  Temperature and density of plasmas
等离子体的温度和密度
6)  plasma temperature profile
等离子体温度剖面
1.
Combined with the overall energy balance equation of the background plasma,the multi energy group equations which evolve the distribution function of α particles during slowing down are employed to perform self consistent numerical investigation of the burining plasma temperature profiles of importance to fusion reactors.
采用聚变等离子体中α粒子慢化、扩散的多能群计算方法,结合本底等离子体的能量平衡方程,对α粒子自加热及扩散情形下对聚变堆而言甚为重要的等离子体温度剖面进行了自洽性的数值分析。
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