C # how like natural syntax to define a three dimensional coordinates (1, 2, 3) for bosses to solve!-CodePudding

I know there is a 2 d coordinates of the class, but how also don't do 3 d coordinates, strives for the bosses to solve

CodePudding user response:

Public class ThreeDimensional
(
Public double X {get; The set; }
Public double Y {get; The set; }
Public double Z {get; The set; }
)
More simple and crude

CodePudding user response:

Using c # and Microsoft managed D3D, data resources from the Internet

Elevation is using GDAL library reading from the TIFF file

Read TIFF source download https://download.csdn.net/download/mosangbike/6667651

C # graphics technology exchange group

CodePudding user response:

reference 1st floor Dear200892 response:

public class ThreeDimensional
(
Public double X {get; The set; }
Public double Y {get; The set; }
Public double Z {get; The set; }
)
More simple and crude

the structure better not use?

CodePudding user response:

Arr [] []

CodePudding user response:

Float [] [] [] axis=new float [] [] [] {}

CodePudding user response:

Multidimensional arrays can feel to do this

CodePudding user response:

The definition of operation, for example, cube

 
using System; 

Public class Math3D 
{
Public class Point3D 
{
Public double X; 
Public double Y; 
Public double Z; 

Public Point3D (int x, int y, int z) 
{
X=X; 
Y=Y; 
Z=Z;//is set to 1 in the example 
} 

Public Point3D (float x, float y, float z) 
{
X=(double) X; 
Y=(double) Y; 
Z=(double) Z; 
} 

Public Point3D (double x, double y, double z) 
{
X=X; 
Y=Y; 
Z=Z; 
} 

Public Point3D () 
{
} 

Public override string ToString () 
{
Return "(" + X.T oString () +", "+ Y.T oString () +", "+ Z.T oString () +") "; 
} 
} 

Public class Camera 
{
Public Point3D Position=new Point3D (); 
} 

Public static Point3D RotateX (Point3D Point3D, double degrees) 
{
Double cDegrees=(Math. PI * degrees)/180.0 f; 
Double cosDegrees=Math. Cos (cDegrees); 
Double sinDegrees=Math. Sin (cDegrees); 
Double y=(point3D. Y * cosDegrees) + (point3D. Z * sinDegrees); 
Double z=(point3D. * Y - sinDegrees) + (point3D. Z * cosDegrees); 
Return new Point3D (Point3D. X, y, z); 
} 

Public static Point3D RotateY (Point3D Point3D, double degrees) 
{
Double cDegrees=(Math. PI * degrees)/180.0; 
Double cosDegrees=Math. Cos (cDegrees); 
Double sinDegrees=Math. Sin (cDegrees); 
Double x=(point3D. X * cosDegrees) + (point3D. Z * sinDegrees); 
Double z=(point3D. * X - sinDegrees) + (point3D. Z * cosDegrees); 
Return new Point3D (x, Point3D. J Y, z); 
} 

Public static Point3D RotateZ (Point3D Point3D, double degrees) 
{
Double cDegrees=(Math. PI * degrees)/180.0; 
Double cosDegrees=Math. Cos (cDegrees); 
Double sinDegrees=Math. Sin (cDegrees); 
Double x=(point3D. X * cosDegrees) + (point3D. Y * sinDegrees); 
Double y=(point3D. * X - sinDegrees) + (point3D. Y * cosDegrees); 
Return new Point3D (x, y, Point3D. Z); 
} 

Public static Point3D Translate (Point3D points3D, Point3D oldOrigin, Point3D newOrigin) 
{
Point3D difference=new Point3D (newOrigin. X-ray oldOrigin. X, newOrigin. - oldOrigin. Y Y, newOrigin. Z - oldOrigin. Z); 
Points3D. X +=difference. X; 
Points3D. + Y=difference. Y; 
Points3D. Z +=difference. Z; 
Return points3D; 
} 

Public static Point3D [] RotateX (Point3D [] points3D, double degrees) 
{
for (int i=0; i {
Points3D [I]=RotateX (points3D [I], degrees); 
} 
Return points3D; 
} 

Public static Point3D [] RotateY (Point3D [] points3D, double degrees) 
{
for (int i=0; i {
Points3D [I]=RotateY (points3D [I], degrees); 
} 
Return points3D; 
} 

Public static Point3D [] RotateZ (Point3D [] points3D, double degrees) 
{
for (int i=0; i {
Points3D [I]=RotateZ (points3D [I], degrees); 
} 
Return points3D; 
} 

Public static Point3D [] Translate (Point3D [] points3D, Point3D oldOrigin, Point3D newOrigin) 
{
for (int i=0; i {
Points3D [I]=Translate (points3D [I], oldOrigin, newOrigin); 
} 
Return points3D; 
} 

}

Width of 1 example https://pan.baidu.com/s/1rDjOj-_OC6W0v8iaMl_jNQ

CodePudding user response:

Arr [] [] become

Matix=new double double [] [] [] [] {{x1, y1, z1}, {x2, y2, z3}}

CodePudding user response:

refer to 7th floor desperaso response:

cube definition of operation, for example,

 
using System; 

Public class Math3D 
{
Public class Point3D 
{
Public double X; 
Public double Y; 
Public double Z; 

Public Point3D (int x, int y, int z) 
{
X=X; 
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