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Problem on Lesson 11
Author
In Lesson 11,when I reach the section of initiation for the 3 dimensional array points[x][y][3],I can't get it through.Confused by the array,I don't understand what the exact objectives of points[x][y][0],points[x][y][1],and points[x][y][2]
The image is acing with 3D,so we should add a new dimension.Then what does the [0] mean?In books,I have been told if I define a array SamAy[4][4],then analysing SamAy[x][y],x stands for the "x"th row,and y stands for the "y"th column.Here,I don't know how to work on the 3rd dimension.
It's not the third dimention as you think it is.
X and y is the vertex order along the wave plane surface the third one contains the actual coordinates.
points[x][y][0] = x
points[x][y][1] = y
points[x][y][2] = Z
so points is as 2D array of float[3] coordinates.
X and y is the vertex order along the wave plane surface the third one contains the actual coordinates.
points[x][y][0] = x
points[x][y][1] = y
points[x][y][2] = Z
so points is as 2D array of float[3] coordinates.
Author
"points is as 2D array of float[3] coordinates."
En......
I think that we can reach a point with points[x][y] which tells us it is in "x"th row and "y"th column,but points[x][y] is not enough to get the exact spatial coordinates,so we add float[3].As a matter of fact,[x][y] is the logical place in our mind and the [3] is the true coordinates.
All Right?
En......
I think that we can reach a point with points[x][y] which tells us it is in "x"th row and "y"th column,but points[x][y] is not enough to get the exact spatial coordinates,so we add float[3].As a matter of fact,[x][y] is the logical place in our mind and the [3] is the true coordinates.
All Right?
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