1) Dui Shu Jian Zhui Bian Fa Shi
《对数尖锥变法释》
1.
This paper attempts to explain and prove the main conclusions and to reconstruct the logarithmic diagram appearing in Li Shanlan s Dui Shu Tan Yuan (A Study of Logarithmic Theory, 1845) and Dui Shu Jian Zhui Bian Fa Shi (Another Derivation for Logarithmic Expression, 1859—1866) in the hope of forming a correct understanding of Li s theory of logarithm in its entirety.
本文试就李善兰《对数探源》和《对数尖锥变法释》的王要结论予以解证,并就李氏据以导出对数展开式的对数积的图形来源给出推测,以期对李氏的对数理论的整体获得比较准确的认识。
2) Location Method with Cone
锥尖定心法
3) Antithetic variable method
对偶变数法
5) sharp cone
尖锥
1.
Numerical study on hypersonic boundary layer transition over a sharp cone;
针对尖锥模型,在马赫数6、攻角0°～2°时,采用第二模态(Second-mode)机制,预测并比较完全层流态、完全湍流态,以及自然转捩发展过程中的表面热流、表面摩阻等气动特性。
6) antithetic variates method
对偶变数方法
补充资料：尖恰恰
1.形容尖而巧。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条