秋季课程：应用数学原理(Principles of Applied Mathematics) 2004 秋季课程：应用数学原理(Principles of Applied Mathematics) 2003 春季课程：应用数学原理(Principles of Applied Mathem...
基于20个网页-相关网页
目的在急性呼吸性酸碱平衡紊乱的研究中，应用数学原理，建立数学模型，对肾的代偿调节作用进行量化研究。
Objective Applying mathematical principle to build mathematical mode to study renal compensatory adjustment action in the acute respiratory acid-base balance disturbance quantitatively.
最后，应用数学原理和优化原理，建立了黄土高边坡的优化模型，并用该模型对铜黄一级公路黄土高边坡进行分析验证。
At last, an optimized model for designing high loess slope was established, and the loess high slope of long-Huang high way verified this model.
对黄土高边坡进行可靠性分析，应用数学原理和优化原理，建立了黄土高边坡的优化模型，对铜黄一级公路黄土高边坡进行分析验证。
The loess slope was analyzed with reliability method, an optimized model for designing high loess slope was established, and the high loess slope of Tong-Hong highway was used to verify this model.
应用推荐