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1)  griding method
网格化方法
1.
The application of usual one-dimensional interpolations to this griding method is discussed.
针对地质数据点的空间分布特点,提出了一种一元网格化方法,探讨了几种常用一元插值方法的应用,并与N-P法进行了对比,说明了一元网格化方法的特点。
2)  square grid method
方格网法
1.
This paper has applied the square grid method to deal with the calculation of earthwork for Gaofu Industry Area.
土方量的计算方法有方格网法、断面法、等高线法及基于DEM的计算方法等。
2.
This paper has applied the square grid method to deal with the calculation of earthwork for Zixi Industrial Area.
工程建设中土方量的计算方法有方格网法、断面法、等高线法及基于DEM数字地面高程模型的计算方法等。
3)  grid method
方格网法
1.
The article calculates earthwork volume through grid method, establishes model by linear planning of operational research,optimizes blending scheme of earthwork using table dispatching method for transportation problems,and confirms blending direction and quantity of earthwork in fill and excavation district,in order to achieve the purposes of shortening time limit for a project and lowering cost.
通过方格网法计算土方工程量,运用运筹学的线型规划建立模型,并运用运输问题的表上作业法来优化土方的调配方案,明确填挖方区土方的调配方向和数量,从而达到缩短工期和降低成本的目的。
2.
Taking traditional grid method as the study object, based on DTM spatial analysis function in MapGIS and convenient statistics function in Microsoft Excel, the paper achieves the rapid calculation and automatic drawing of earthwork in land leveling.
本文以传统的方格网法计算土方量作为研究对象,利用MapGIS DTM分析模块中对数字高程模型的空间分析功能和Microsoft Excel方便的统计功能,从而实现土地平整中土方量的快速计算及自动成图。
3.
After practical precision analysis on digital terrain models(DTM) and grid method for calculation of stripping quantity,it was thought that DTM is an easy method with high precision,appropriate to the calculation of stripping quantity in opencast coal mine.
介绍了露天矿区地形数据采集的方法,提出了利用南方CASS绘图软件进行露天矿采剥工程量计算的新方法,并对计算采剥工程量的DTM法和方格网法进行了实例精度分析,认为DTM法计算方便,精度高,适于露天矿采剥工程量的计算。
4)  unstructured grid method
非结构化网格方法
1.
The turbulent flow around a two element airfoil is also computed to show the advantages of unstructured grid method for flow computation in multiply connected domain.
详细地给出了一孤立翼型在不同攻角下的分离流结构及翼型表面压力分布 ,为了显示非结构化网格方法在求解多连通流动区域的优越性 ,对双翼型绕流进行了数值计算。
5)  Fast network optimization method
网格快速优化方法
6)  meshless methods
无网格方法
1.
Subsequently, meshless methods are introduced to simulate numerically.
针对低渗透问题,给出了无量纲化的渗流控制方程、初始条件以及边界条件,并使用无网格方法进行数值模拟。
2.
Subsequently,meshless methods were introduced to simulate these problems and numerical results were obtained.
针对具有动边界的低渗透问题,给出了无量纲化的渗流控制方程、初始条件以及边界条件,使用无网格方法进行数值模拟。
3.
Subsequently, meshless methods are employed to simulate these problems and numerical results are obtained.
针对两种典型的涉及启动压力梯度的渗流问题,给出了无量纲化的渗流控制方程、初始条件和边界条件,并使用无网格方法进行数值模拟。
补充资料:公理化方法(见公理化和形式化)


公理化方法(见公理化和形式化)
axiomatical method

  gongllbuafangfa公理化方法化和形式化。(axiomatieal method)见公理
  
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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