scientific computation
英 [ˌsaɪənˈtɪfɪk ˌkɒmpjuˈteɪʃn]
美 [ˌsaɪənˈtɪfɪk ˌkɑːmpjuˈteɪʃn]
网络 科学计算
双语例句
- Scientific computation often requires heavy processing and powerful systems.
科学计算通常需要繁重的处理和功能强大的系统。 - Multiple Precision Computing and Interval Analysis for Scientific Computation
多精度计算和区间分析方法在科学计算中的应用 - Numerical Framwork, is it a new way to realize the scientific computation? Preliminary result of the first inversion framework development
数值框架：实现科学计算的新途径？&第一个反演框架的初步研发 - In visualization of scientific computation, because the volume visualization can display the inner information of3D data sets, it has become researching emphasis in recently years.
在科学计算可视化中，由于直接体可视化技术能够反映数据场内部的信息，所以它已经成为近年来研究的重点。 - Research on visualization in scientific computation of grinding temperature field
磨削温度场的科学计算可视化研究 - We call this kind of algorithms that mimic the behavior, function and characteristic of life system for scientific computation as "Artificial-Life Computation".
这类借鉴模拟了生命系统的行为、功能和特性的科学计算方法可以称之为人工生命计算（ArtificialLifeComputation）。 - Genetic Algorithm ( GA), a method of bionics algorithms simulating evolution theories of biology, is widely applied in engineering optimization and other scientific computation fields.
遗传算法是近年来在计算机科学领域和优化领域中受到广泛关注的一种拟生物进化理论的仿生学算法。 - MASSIVE ( Multidisciplinary Applications-Oriented Simulation and Visualization Environment) is an integrated grid environment for engineering and scientific computation.
面向多学科应用的模拟与可视化环境（MASSIVE，MultidisciplinaryApplications-orientedSImulationandVisualizationEnvironment）是一个应用于工程与科学计算的集成化了的网格环境。 - Visualization technology is usually applied in exhibiting the results of scientific computation.
可视化技术目前常常用于科学计算的结果展示。 - The methods, technique and significance of establish in mathematical model of Crystal Growth are expounded. The methods and significance of scientific computation of Crystal Growth stability energy also are discussed.
阐述了建立晶体生长数学模型的方法、技巧和意义，讨论了晶体生长稳定能的科学计算方法及其意义。 - Visualization in Scientific Computation Based on Virtual Instrument
虚拟仪器中的科学计算可视化系统 - Real-time terrain rendering and interactive visualization is the crucial problem concerning the virtual reality, GIS, computer graphics and the visualization of scientific computation.
地形实时绘制和交互式可视化是虚拟现实、地理信息系统、计算机图形学、科学计算可视化等技术的关键问题。 - In this paper, six kinds of design and realization methods for the framework construction of the scientific computation platform are compared and analyzed. It is shown that the security, efficiency, resources and convenience should be taken into consideration together.
本文比较分析了科学计算软件平台开发框架的6种设计与实现方法，指出安全、效率、资源、网络和易用性是需要综合考虑的因素。 - It has the numerical-computation and powerful symbolic-manipulation capabilities and is the excellent tool for scientific computation.
它拥有的不仅是数值计算能力，还有强大的符号推导能力，是科学计算、结构分析的有力工具。 - The application of visualization in scientific computation in structural analysis
论科学计算可视化在结构分析中的应用 - Research on Software Reuse for Scientific Computation
软件复用技术在科学计算软件中的应用研究 - In this dissertation, based on the application background of engineering and scientific computation applications, we focus on several issues of task management in computational grids.
本研究以大规模科学和工程计算为背景，以计算网格为基础环境，对网格任务管理中的诸多问题进行了研究。 - Based upon introduction of the principle and method of visual technology software is developed utilizing object-oriented programming language-Delphi and graphic interface-OpenGL to realize visual structural calculation and analysis, which combine visualization in scientific computation and calculation analysis in together.
提出了基于科学计算可视化的基本原理和方法，采用面向对象的程序设计语言Delphi和图形接口OpenGL开发可视化的结构计算分析软件，使得科学计算可视化与计算分析紧密结合起来，最大限度地利用计算成果。 - In the article we describe developing objects and functions of A postprocessing graphical system for scientific computation, and also briefly describe its implementation.
本文描述了一个用于科学计算的图形处理系统RXY/DRXY的开发目标和功能，还简要地介绍了它的实现。 - FORTRAN programs of data processing in scientific computation can be solved easily by using FORTRAN static library.
应用FORTRAN静态库可以方便的解决科学计算中数据处理的程序编制问题。 - Visualization In Scientific Computation ( VISC) and Software Engineering's application is the core of this thesis.
科学计算可视化技术和软件工程理论与方法在鱼雷弹道设计和分析软件开发中的应用是本文的核心部分。 - A practical procedure for obtaining the communication loss during the execution of parallel scientific computation is described.
阐述了并行科学计算在进行中通信损耗的实际获得过程。 - Visualization in scientific computation and its application in finite element analysis This pater introduces the technologies of Data Visualization in Scientific and Engineering Computation, and overviews its current situation at home and abroad.
科学计算可视化在有限元分析中的应用科学计算可视化技术已逐渐成为计算科学中不可缺少的组成部分，本文主要介绍科学与工程计算中的数据可视化技术及其在国内外的发展现状。 - It brings great help to identifying and extracting feature in scientific computation.
对科学计算结果的特征识别和提取带来了极大地帮助。 - In recent decades, scientific computation has developed by leaps and bounds and has been becoming a significant method in addition to the experimental and theoretical approaches.
近几十年来，科学计算有了飞跃发展，已经成为科学研究中与实验和理论研究方法同等重要的第三种方法。 - The experiments show that the P2P grid is capable of significantly improving the performance of the scientific computation in the campus grid and the efficiency of the collaborative applications, and further imply that the architecture has much practicability.
大量实验证明，P2P网格能够较大程度地提高校园网格的科学计算性能和协同应用的效率，具有较强的实用性。 - Flow visualization is an important topic in scientific visualization, and plays an important role in scientific computation and engineering analysis.
流场可视化是可视化研究的一个重要方向，在科学计算和工程分析中占据着非常重要的地位。 - The graph coloring problem ( GCP) is a combinatorial optimization problem which is widely studied. It is a fundamental and important problem in scientific computation and engineering design.
图着色问问是一个被广泛研究的组合优化问问，也是科学计算和工程设计中一个重要和基本的问问。 - Graph coloring problem is a classic difficult problem of graph theory. It is a fundamental problem in scientific computation and engineering design.
图的染色问题是图论中的一个经典难题，它也是科学计算与工程设计中一个重要和基本的问题。 - Partial differential equations have been widely applied in physics, engineering and scientific computation. It is significant to research efficient numerical methods for solving partial differential equation in dealing with many physical equations in some fields, such as electromagnetics, acoustics and so on.
偏微分方程在工程实际和科学技术中有广泛的应用背景，研究其数值解对处理在电磁学、声学等领域中的很多物理问题具有很重要的意义。