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Reasonable compensation coefficient of maximum gradient in long railway tunnels 被引量:1
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作者 Sirong YI Liangtao NIE Yanheng CHEN Fangfang QIN 《Journal of Modern Transportation》 2011年第1期12-18,共7页
This paper deals with the theory and calculation methods for compensation of the gradient in railway tunnels through theoretical analysis, numerical calculation, and statistic regression methods. On the basis of the p... This paper deals with the theory and calculation methods for compensation of the gradient in railway tunnels through theoretical analysis, numerical calculation, and statistic regression methods. On the basis of the principle that the resultant force is zero, the formula of the maximum calculated gradient was derived for the freight and passenger line and high-speed passenger special line. The formula of aerodynamic drag in tunnel is provided using the domestic and foreign relevant experimental investigations, and revised with modem train and engineering parameters. A calculation model of aerodynamic drag when the train goes through a single-tracked tunnel was built. Finally, the concept of maximum calculated gradient was adopted to revise the formula for compensation of the gradient in railway tunnels. 展开更多
关键词 railway tunnel maximum gradient PROFILE gradient compensation
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Effect of gravity gradient in weak equivalence principle test
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作者 徐家豪 邵成刚 +3 位作者 罗杰 刘祺 邾琳 赵慧慧 《Chinese Physics B》 SCIE EI CAS CSCD 2017年第8期61-65,共5页
A high accuracy test of the weak equivalence principle(WEP) is of great scientific significance no matter whether its result is positive. We analyze the gravity gradient effect which is a main systematic error sourc... A high accuracy test of the weak equivalence principle(WEP) is of great scientific significance no matter whether its result is positive. We analyze the gravity gradient effect which is a main systematic error source in the test of WEP.The result shows that the uncompensated gravity gradient effect from the coupling term of the dominated gravity gradient multipole moment component q_(21) and the relative multipole field component Q_(21) contributes to an uncertainty of 1×10^(-11) on the E otv os parameter. We make a Q_(21) compensation to reduce the effect by about 20 times, and the limit of the test precision due to this coupling is improved to a level of a part in 10^(13). 展开更多
关键词 weak equivalence principle test gravity gradient effect test precision gravity gradient compensation
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