区域重力地改“测点高程平移法”精度探讨

在讨论测点高程平移法区域重力地改的精度问题基础上,提出了系统差概念,并推荐一种新的计算方法,即把测点高程平移法和节点高程插值法有机地结合起来实现地改,通过理论模型和实例计算,表明该方法计算精度优于节点高程插值法和测点高程平移法。

抗高程平移和裁剪的格网DEM盲水印算法

针对DEM数据水印常见的攻击方式——高程平移和裁剪,该文提出了一种可有效抵抗攻击的格网DEM盲水印算法。该算法考虑了DEM数据的特点,对原始水印进行扩频处理,使其与高程差值形成映射关系;利用相邻格网的高程差值在高程平移攻击中的不变特性,以量化方式将扩频后水印按位嵌入到高程差值中,将扩张的差值分摊到相邻高程的后一位。实验结果表明,该水印算法具有良好的不可见性,对DEM数据精度影响较小,并且对抵抗高程平移和裁剪攻击具有良好的鲁棒性。

浅谈钱家营矿业分公司暗立井安装收尾工程的测量工作

在钱家营矿业公司暗立井井帽、井架等核心工程安装完毕后,所展开的推车机基础、中石门出车线与立井吻合连接等收尾工程的测量工作比较复杂,难度较大。对其中关键环节进行了认真地剖析,提出了工作方案,可供今后类似工作借鉴。

A Derivation of the Entropy-Based Relativistic Smoothed Particle Hydrodynamics by Variational Principle

In this work, a second order smoothed particle hydrodynamics is derived for the study of relativistic heavy ion collisions. The hydrodynamical equation of motion is formulated in terms of the variational principle. In order to describe the fluid of high energy density but of low baryon density, the entropy is taken as the base quantity for the interpolation. The smoothed particle hydrodynamics algorithm employed in this study is of the second order, which guarantees better particle consistency. Furthermore, it is shown that the variational principle preserves the translational invariance of the system, and therefore improves the accuracy of the method. A brief discussion on the potential implications of the model in heavy ion physics as well as in general relativity are also presented.