Co-operative Research of General Purpose FORTRAN Graphic Software System for Scientific Computation

通用FORTRAN科学计算图形软件系统合作研究

• 批准号: 05302028
• 负责人: MORI Masatake
• 金额: $ 3.39万
• 依托单位: School of Engineering, University of Tokyo
• 依托单位国家: 日本
• 项目类别: Grant-in-Aid for Co-operative Research (A)
• 财政年份: 1993
• 资助国家: 日本
• 起止时间: 1993 至 1995
• 项目状态: 已结题
• 来源: https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-05302028/
• 关键词: graphics; three dimensional figure; GKS; FORTRAN; numerical computation; scientific computation; XWindow; moriplot; グラフィックス; XWindows; 立体図形表示; GAS

The purpose of this research project is to develop a general purpose software for easy graphical display of the result of scientific computation like function graphs, gradient vector fields, contour maps, 3D figures, on a graphic display or on a PostScript printer, etc. Source programs are written in FORTRAN77 except several interface subroutines between the present system and the XWindow system which are written in C language. Graphic kernel subroutines of GKS and CALCOMP working on the XWindow system are also included.We developed the software as initially planned. Graphic kernel subroutines of GKS and CALCOMP on the XWindow system and various subroutines for display of function graphs, gradient vector fields, contour maps, 3D figures are completed. In addition to that, an interface program between the present system and the user using Tcl/Tk is also completed for easy use of the system. The subroutine library also includes subroutines that compute a coodinate system appropriate to each display and that compute a 3D figure based on numerical data over a rectangular network or over a triangular network, etc. The user can easily cange the location, the size and the viewpoint of the figure on the graphic display. The system is called moriplot after the name of the head investigator.

该研究项目的目的是开发一个通用软件，以简化图形显示功能图，梯度矢量字段，轮廓图，3D图，在图形显示或Postscript打印机上等。源程序在Fortran77上编写，除了目前的系统和Xwindow系统之间的几个界面subroutines中。还包括在Xwindow系统上工作的GKS和CALCOMP的图形内核子例程。我们按计划开发了该软件。 Xwindow系统上GKS和CALCOMP的图形内核以及用于显示功能图，梯度矢量字段，轮廓图，3D图的各种子例程已完成。除此之外，还完成了使用TCL/TK的当前系统与用户之间的接口程序，以方便使用该系统。子例程库还包含子例程，该子例程计算适合每个显示的二线脉冲系统，并根据矩形网络或三角网络上的数值数据计算3D图。该系统被称为主管调查员的名称。

项目成果

山本哲朗: "Validated computation of polynomial zeros by the Durand-Kerner method" Topicd in Validated Compution. 55-61 (1994)

Tetsuro Yamamoto：“通过 Durand-Kerner 方法验证多项式零点的计算”《验证计算》中的主题 55-61 (1994)。

室田一雄: "Computing the degree of determinants via combinatorial relaxation" SIAM Journal on Computing. (to appaer).

Kazuo Murota：“通过组合松弛计算行列式的程度”SIAM 计算杂志（to appaer）。

三井斌友: "Parallel numerical methods for initial-value problems of ODE's" Proceedings of the First China-Japan Seminar on Numerical Mathematics. 5. 93-108 (1993)

三井宾友：“ODE初值问题的并行数值方法”，第一届中日数值数学研讨会论文集，5. 93-108 (1993)。

三井 斌友: "微分方程式の数値解法I、岩波講座応用数学[方法3]" 岩波書店, 116 (1993)

三井备友：“微分方程的数值解 I，岩波应用数学讲座[方法 3]” 岩波书店，116（1993）

Fujino, Seiji: "Numerical solution of Burger's equation with a large Reynolds number" Proceedings of SCAN-95 (IMACS/GAMM International Symposium) to appear Kokyuroku, RIMS,Kyoto Univ.(to appear).

Fujino、Seiji：“具有大雷诺数的 Burger 方程的数值解” SCAN-95（IMACS/GAMM 国际研讨会）论文集，出版 Kokyuroku，RIMS，京都大学（出版）。