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Method for demonstrating 3D framework chess by a computer

A three-dimensional, computer-based technology, applied in computing, special data processing applications, image data processing, etc., can solve the problem that it is impossible to talk about playing chess, the way of playing chess is limited to a two-dimensional plane, and it is impossible to establish a three-dimensional space structure chessboard and other issues to achieve the effect of broadening the way of thinking and increasing interest

Inactive Publication Date: 2005-11-02
韩震宇
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Problems solved by technology

[0002] Now all chess games are only limited to the scope of activities of the plane chessboard. The reason is that traditional chess games are based on physical chessboards and physical chess pieces, such as wooden, stone, and metal chessboard pieces. Due to the limitation of material properties, their way of playing chess can only be limited to a two-dimensional plane, and it is impossible to build a chessboard with a three-dimensional spatial structure, let alone play chess games on a spatial structured chessboard.

Method used

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  • Method for demonstrating 3D framework chess by a computer
  • Method for demonstrating 3D framework chess by a computer
  • Method for demonstrating 3D framework chess by a computer

Examples

Experimental program
Comparison scheme
Effect test

Embodiment 1

[0041] Embodiment 1: the method (referring to Fig. 1-1 and Fig. Figure 1-2 ):

[0042] (with Visual C++.Net as the programming language)

[0043] Start Visual C++.Net, open a new project, select the MFC application project, set dialog box options, add CGo2View class function in the project to define the initialization function and CGo2Doc class function file to define the basic operation of the chess record.

[0044] Introduced through the void FillSolidRect(int x, int y, int z, int cx, int cy, int cz,) function, the abscissa (int x) and ordinate (int y) vertical coordinates of the three-dimensional chessboard are established in the CGo2View file (int z) and board width (int cx), length (int cy), height (int cz);

[0045] By Cstring str; for (j=0; j<19; j++) function code, draw the coordinate value of the three-dimensional chessboard;

[0046] by for(i=1; i<=19; i++)

[0047] for(j=1; j<=19; j++)

[0048] for (k=1; k<=19; k++) function code group to draw the display array...

Embodiment 2

[0065] Embodiment 2: demonstrate the method for three-dimensional Chinese chess with computer:

[0066] (with Visual c++.Net as the programming language)

[0067] Start Visual c++.Ne, open a new project, select the MFC application project, set the main dialog box option, add Cpen pen[3] in the option function

[0068]m-pdcBoard->MoveTo(n)

[0069] m-pdcBoard->LineTo(n) (n is a variable, the same below) and other function codes to draw the chessboard and the border line of the chessboard.

[0070] Through the for (n=1; n<=8; n++) function code to define the length coordinate value in the chessboard;

[0071] Through the for (n=1; n<=7; n++) function code to define the width coordinate value in the chessboard;

[0072] Through the for (n=1; n<=1; n++) function code to define the height coordinate value in the chessboard;

[0073] By m-pdcBoard->MoveTo(n)

[0074] m-pdcBoard->LineTo(n) and other function codes draw the connection line of each coordinate value, and the obliqu...

Embodiment 3

[0079] Embodiment 3: demonstrate the method for three-dimensional stereoscopic chess with computer

[0080] Its specific method is similar to Embodiment 1 and Embodiment 2, except that there is an extra filling function for distinguishing the black and white cells of the chessboard.

[0081] The structure of the three-dimensional chessboard of embodiment 3 is referring to Figure 8 , 9 .

[0082] Figure 9 Indicates chess piece Q 1 Can move diagonally forward along the plane to Q 3 , can also move obliquely upward along the facade to Q 2 .

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Abstract

The present invention relates to method to demonstrate three-dimensional solid space frame chess, which is fit to go, Chinese chess, chess, Chinese draught, and quintet game, also can realize network game. The main method is that setup interface by adding variety and global functions, use adding chessboard to plot function and build three-dimensional coordinate; plot chess frame structure along chessboard axis to initial game; finally, define chess function and play rule. This invention is benefit to use computer to overcome the limit that playing chess can be only on plane by multiple visual angles and multiple windows, and at last achieve play chess on three-dimensional solid space with creative idea de effect to run freely from top to down, left to right and backwards to forwards; it not only increases player interesting, but also expands their thinking way.

Description

technical field [0001] The invention relates to a method for demonstrating three-dimensional space frame chess by computer. It is suitable for Go, Chinese Chess, Chess, Checkers, Backgammon, etc. Online games can also be implemented. Background technique [0002] Now all chess sports are only limited to the scope of activities of the plane chessboard. The reason is that traditional chess sports are based on physical chessboards and physical chess pieces, such as wooden, stone, and metal chessboard pieces. Due to the limitation of material performance, their way of playing chess can only be limited to a two-dimensional plane, and it is impossible to build a chessboard with a three-dimensional spatial structure, let alone play chess games on a spatial structured chessboard. Contents of the invention [0003] The technical problem to be solved by the invention is to provide a method for demonstrating three-dimensional space frame ches...

Claims

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Application Information

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Patent Type & Authority Applications(China)
IPC IPC(8): G06F19/00G06T17/00
Inventor 韩震宇
Owner 韩震宇
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