A novel correlation for estimation of hydrate forming condition of natural gases

An inherent problem with natural gas production or transmission is the formation of gas hydrates, which can lead to safety hazards to production/ transportation systems and to substantial economic risks. Therefore, an understanding of conditions where hydrates form is necessary to overcome hydrate related issues. Over the years, several models requiring more complicated and longer computations have been proposed for the prediction of hydrate formation conditions of natural gases. For these reasons, it is essential to develop a reliable and simple-to-use method for oil and gas practitioners. The purpose of this study is to formulate a novel empirical correlation for rapid estimation of hydrate formation condition of sweet natural gases. The developed correlation holds for wide range of temperatures (265–298 K), pressures (1200 to 40000 kPa) and molecular weights (16−29). New proposed correlation shows consistently accurate results across proposed pressure, temperature and molecular weight ranges. This consistency could not be matched by any of the widely accepted existing correlations within the investigated range. For all conditions, new correlation showed average absolute deviation to be less than 0.2% and provided much better results than the widely accepted existing correlations.     

甲醛与人体健康

2006年,美国联邦应急管理局（FEMA）为卡特里娜（Katrina）和瑞塔（Rka）号飓风的灾民提供了一批可移动式临时住房。大批灾民感激涕零地住进这些木板房,但时隔不久,很多人开始出现了呼吸困难、鼻黏膜充血、流鼻血、持续性头疼等症状。美国疾病预防与控制中心（CDC）随即进行了调查,在抽测的已经使用2年多的519个临时住房内,甲醛平均含量为77ng／g,绝大部分室内空气中含有约20ng／g的甲醛,     

正螺面的两个特征

通过对曲线主法线面的研究,得到了正螺面的两个特征.     

关于三角形旁切圆半径的一个有趣性质

文[1]曾老师给出了三角形中关于角平分线的一个优美不等式,即定理1 a,b,c是△ABC的三边,wa,wb,wc为△ABC的角平分线,那么有1/(wa4)+1/(wb4)+1/(wc4)≥1/(a4+b4+c4) (1)文[2]安老师把不等式(1)加强为定理2 a,b,c是△ABC的三边,ma,mb,mc为△ABC的中线,那么有1/(ma4)+1/(mb4)+1/(mc4)≥16/(a4+b4+c4) (2)经笔者探究发现三角形旁切圆半径也有以上有趣性质.     

一个角平分线不等式的简证与加强

文[1]利用如下3个引理: 引理1 若a,b,c是△ABC的三边长,wa,wb,wc是△ABC的角平分线,则 1/wa+1/wa+1/wc≧(1/a+1/b+1/c).     

一个有理型不等式猜想的证明

郭要红老师在文[1]中对《数学通报》2010年第8期问题1869进行研究后提出了下面猜想:设a,b>0,n是正整数.