ET0计算公式的最新进展与普适性评估

通过对ET0计算公式研究进展的总结,分析了在世界上三个时期比较有代表性的计算蒸发腾发量(ET0)的主要公式:修正Penman(MP)公式、Penman-Monteith(PM)公式及标准ASCE-PM公式;以20世纪90年代末期和21世纪初期世界上最新的19个用Lysimeter实验值率定ET0计算值的实验成果为基础,对于不同气候条件下ET0计算方法的普适性分析评估认为:虽PM公式应用效果较好的地区较多,但也有不少地区效果欠佳,MP等公式在一部分地区较好,PM与MP公式并非普适性的,要特别关注标准ASCE-PM公式,总之,这类半理论(半经验)公式均有一定的地区性.仅通过MP、PM公式的计算比较,不能简单地评定哪种公式最优或哪种公式计算ET0值大(或值小),应针对不同地理及气候条件,要经Lysimeter的实验结果才能进行率定比较.文中也对今后研究提出相应建议,有助于ET0计算公式学科的深入研究.     

基于广义有效应力原理的水土压力统一计算理论

为弥补水土压力合算与分算之间的跳跃,需要建立水土压力统一计算理论。以理想饱和砂土模型为分析对象,在"非充分浮力"和"充分浮力"概念的基础上,从一个全新的角度阐述了有效应力原理公式的物理本质及推导过程;在此基础上,通过引入折减系数,将适用于饱和砂土的狭义有效应力原理扩展到适用于饱和岩石等孔隙发育不充分介质的广义有效应力原理;在广义有效应力的基础上,以水土分算为基础,推导出了水土压力合算与分算的统一计算公式;为解决统一计算公式中的抗剪强度指标选取问题,依据有效应力强度指标和总应力强度指标,推导了统一抗剪强度指标公式。水土压力统一计算公式理论依据充分、推导过程严谨,实现了水土压力计算结果从砂土到黏性土的过渡,具有很强的理论意义和工程应用价值,可为完善土力学基础理论体系提供参考借鉴。     

岩浆结晶与成矿作用模拟

本文回顾了８０年代以来国际上关于岩浆结晶及成矿作用过程的计算机模拟这一领域的研究进展,主要包括镁铁质干岩浆体系、长英质湿岩浆体系的岩浆结晶作用模拟,以及有关的岩浆矿床成矿作用、岩浆热液成矿作用的模拟。基于对这一领域研究现状和发展趋势的分析,笔者首次提出了模拟岩石学的概念。预测在今后５～１０年内,模拟岩石学将得到突飞猛进的发展,并将对现代岩石成因理论、实验岩石学与矿物学、实验地球化学、矿床成因理论和矿产预测及勘察理论产生重要影响。     

数字地模的不同构建方式对土石方工程量的影响初探

本文阐述了用不同土方计算方法分别计算同一个简单几何体体积得到不同结果为实例说明数字地模的不同构建方式对土石方工程量的结果将产生不同的影响     

马斯京根法洪水演进反演计算方法的探讨

从计算理论上系统分析和认识了马斯京根法洪水演进反演计算算法产生的坏条件,通过引入样条函数辅助进行修匀处理和对于x数值小的情况采用反演正算的算法,使得马斯京根法洪水演进反演计算可以进行多段连续演算并具有好的效果,在工程水文设计计算中具有实用价值。     

Nonlinear optimization method of ship floating condition calculation in wave based on vector

Ship floating condition in regular waves is calculated. New equations controlling any ship＇s floating condition are proposed by use of the vector operation. This form is a nonlinear optimization problem which can be solved using the penalty function method with constant coefficients. And the solving process is accelerated by dichotomy. During the solving process, the ship＇s displacement and buoyant centre have been calculated by the integration of the ship surface according to the waterline. The ship surface is described using an accumulative chord length theory in order to determine the displacement, the buoyancy center and the waterline. The draught forming the waterline at each station can be found out by calculating the intersection of the ship surface and the wave surface. The results of an example indicate that this method is exact and efficient. It can calculate the ship floating condition in regular waves as well as simplify the calculation and improve the computational efficiency and the precision of results.     

一个两时间层分裂显格式海洋环流模式(MASNUM)及其检验

A two-time-level, three-dimensional numerical ocean circulation model（named MASNUM） was established with a two-level, single-step Eulerian forward-backward time-differencing scheme. A mathematical model of large-scale oceanic motions was based on the terrain-following coordinated, Boussinesq, Reynolds-averaged primitive equations of ocean dynamics. A simple but very practical Eulerian forward-backward method was adopted to replace the most preferred leapfrog scheme as the time-differencing method for both barotropic and baroclinic modes. The forward-backward method is of second-order of accuracy, computationally efficient by requiring only one function evaluation per time step, and free of the computational mode inherent in the three-level schemes. This method is superior to the leapfrog scheme in that the maximum time step of stability is twice as large as that of the leapfrog scheme in staggered meshes thus the computational efficiency could be doubled. A spatial smoothing method was introduced to control the nonlinear instability in the numerical integration. An ideal numerical experiment simulating the propagation of the equatorial Rossby soliton was performed to test the amplitude and phase error of this new model. The performance of this circulation model was further verified with a regional（northwest Pacific） and a quasi-global（global ocean simulation with the Arctic Ocean excluded） simulation experiments. These two numerical experiments show fairly good agreement with the observations. The maximum time step of stability in these two experiments were also investigated and compared between this model and that model which adopts the leapfrog scheme.     

预修正快速傅里叶变换方法在波浪绕射和辐射问题中应用

在波浪对海上建筑物绕射和辐射问题的计算中,面元法被广泛使用,但由于传统面元法的存储量和计算量均为未知量的平方量级,很难满足大范围多未知量问题的计算需要。采用预修正快速傅里叶变换方法(pFFT方法),使计算量与存储量都降低到未知量的线性量级。以淹没圆球与漂浮圆柱两个典型算例为基础,通过不同未知量时pFFT方法与传统面元法的计算量与存储量的对比,以及pFFT方法自身各步骤计算时间的对比,研究了不同网格方案的选取对pFFT方法计算量和存储量的影响,推荐根据未知量个数采用计算时间最小化原则选取pFFT网格参数。     

Backward Calculation Based on the Advection and Diffusion of Oil Spills on the Sea Surface

Advection and diffusion equation is an effective means of investigating the motional state of oil spills. Common study is based on the known initial and boundary conditions to calculate the equation onwards. Unlike previous works, in this paper we focus on backward calculating advection and diffusion equation, namely, starting computation from the moment when the oil spill is found back to the moment when the incident occurs. Through such a simulation, we hope to trace the track of oil spills …