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抗战时期国民政府外债举借述评 被引量:5
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作者 苏黎明 《中国社会经济史研究》 CSSCI 2001年第1期79-85,共7页
抗战时期国民政府从苏、美、英、法等国获得了大量借款。由于特定的历史背景 ,这期间的外债举借具有易货偿债、条件较优惠、合同履行中变故较多等特点。这些外债支持了中国的抗日战争和世界反法西斯战争 ,但削弱了国民政府的特矿生产和... 抗战时期国民政府从苏、美、英、法等国获得了大量借款。由于特定的历史背景 ,这期间的外债举借具有易货偿债、条件较优惠、合同履行中变故较多等特点。这些外债支持了中国的抗日战争和世界反法西斯战争 ,但削弱了国民政府的特矿生产和贸易主权 ,使国民政府的财政金融进一步受制于英美 ,并对以后中国政治产生了不良影响。 展开更多
关键词 抗日战争 外债 国民政府 易货偿债方式 特矿生产 贸易主权 中国
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Research on time structure characteristic of gas concentration sequence in the working face 被引量:3
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作者 HE Li-wen SONG Yi +1 位作者 SHI Shi-liang LI Xi-bin 《Journal of Coal Science & Engineering(China)》 2011年第3期311-315,共5页
In the procedure of coal industry production, the losses of the persons and economy caused by the gas explosion accidents are most serious, therefore, prevention and control of the gas explosion accident of the coal m... In the procedure of coal industry production, the losses of the persons and economy caused by the gas explosion accidents are most serious, therefore, prevention and control of the gas explosion accident of the coal mines is an important issue needed to be solved urgently in the safety production work of our coal mines. The characteristic of time structure variation index characteristic was analyzed about gas concentration sequence of three measure points in the NO. 1I 1024 working face. It was found that the value of time variation about three measure points was mostly 1〈δ≤1.5, and gas emission presented consistently strong-clustering state twice, and the value of time variation presented continuous variation state in the active stage of gas concentration. Complex characteristics of the value indicated gas emission was continuously variable in time or space and presented the complex nonlinear characteristics. So the characteristic about gas emission system was correctly depicted and analyzed to gas emission system according to the relation of its state variation and essential of nonlinear system. The result also provided reliable warranty for its continued nonlinear research on gas emission. 展开更多
关键词 time structure gas concentration SEQUENCE working face NONLINEAR
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