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Laser induced photo-detachment of O2 in DC discharge
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作者 j r legorreta j l patiNo f b yousif 《Plasma Science and Technology》 SCIE EI CAS CSCD 2018年第7期98-105,共8页
Determination of the negative ion number density of O2 and O in a DC discharge of oxygen plasma was made employing Langmuir probe in conjunction with eclipse laser photo- detachment technique. The temporal evolution o... Determination of the negative ion number density of O2 and O in a DC discharge of oxygen plasma was made employing Langmuir probe in conjunction with eclipse laser photo- detachment technique. The temporal evolution of the extra electrons resulting from the photo- detachment of O2- and O- were used to evaluate the negative ion number density. The ratio of O2 number density to O varied from 0.03 to 0.22. Number density of both O~ and O increased with increasing power and decreased as the pressure was increased. Electron number density was evaluated from the electron energy distribution function (EEDF) using the I-V recorded characteristic curves. Electron temperature between 2 and 2.7 eV were obtained. Influence of the 02(al△g) metastable state is discussed. 展开更多
关键词 electronegative plasma electron temperature Langmuir probe negative ion number density
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Rosenthal's inequalities for independent and negatively dependent random variables under sub-linear expectations with applications 被引量:49
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作者 ZHANG LiXin 《Science China Mathematics》 SCIE CSCD 2016年第4期751-768,共18页
Classical Kolmogorov's and Rosenthal's inequalities for the maximum partial sums of random variables are basic tools for studying the strong laws of large numbers.In this paper,motived by the notion of indepen... Classical Kolmogorov's and Rosenthal's inequalities for the maximum partial sums of random variables are basic tools for studying the strong laws of large numbers.In this paper,motived by the notion of independent and identically distributed random variables under the sub-linear expectation initiated by Peng(2008),we introduce the concept of negative dependence of random variables and establish Kolmogorov's and Rosenthal's inequalities for the maximum partial sums of negatively dependent random variables under the sub-linear expectations.As an application,we show that Kolmogorov's strong law of larger numbers holds for independent and identically distributed random variables under a continuous sub-linear expectation if and only if the corresponding Choquet integral is finite. 展开更多
关键词 sub-linear expectation capacity Kolmogorov's inequality Rosenthal's inequality negative dependence strong laws of large numbers
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