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Measurement of energy balances of noble gas-hydrogen discharge plasmas using Calvet calorimetry

机译:使用Calvet量热法测量稀有气体氢放电等离子体的能量平衡

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From a solution of a Schrodinger-type wave equation with a nonradiative boundary condition based on Maxwell's equations, Mills predicts that atomic hydrogen may undergo a catalytic reaction with certain gaseous ions such as Ar~+ which ionize at Integer multiples of the potential energy of atomic hydrogen, 27.2 eV. The reaction involves a nonradiative energy transfer to Form a hydrogen atom that is lower in energy than unreacted atomic hydrogen with the release of energy. Upon the addition Of 5/100 argon catalyst to a hydrogen plasma, the Lyman α emission was observed to increase by about an order of magnitude Which indicated an increase in the plasma temperature; whereas, xenon control had no effect.
机译:根据基于麦克斯韦方程的具有非辐射边界条件的Schrodinger型波动方程的解,米尔斯预测原子氢可能与某些气态离子(例如Ar〜+)发生催化反应,这些离子以原子势能的整数倍电离。氢,27.2 eV。该反应涉及非辐射能量转移以形成氢原子,该氢原子的能量低于未反应的原子氢并释放能量。向氢气等离子体中添加5/100氩气催化剂后,观察到Lymanα发射增加了一个数量级,这表明等离子体温度升高了。而氙气控制无效。

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