一个简单的控制台魔方中的C（没有需要解决的，只有设计） [英] A simple console Rubik's cube in C (No need to solve, only design)
问题描述
所以，作为一个初学者，这个程序是给我的偏头痛。当然，我不要求任何完整的code，我想了解的逻辑和我的选择。
So, as a beginner, this program is giving me a migraine. Of course, I'm not asking for any complete code, I want to understand the logic and my options.
在大学，我们已经覆盖（或将覆盖）的C语言编程的题目不超过动态数组。我们可以利用结构，功能，数组，指针但不是类，因为这是C，而不是C ++。
In university, the topics in C programming we have covered (or will cover) do not exceed Dynamic arrays. We can use structures, functions, arrays, pointers but not classes because this is C, not C++.
我很好的解决方案，但不是难题。我已经试过是使一个立方体的结构 6的整数（重新present侧），然后进行数组立方体
I'm good with solutions, but not puzzles. What I've tried is making a cube struct with 6 integers (to represent sides), and then make an array of cube.
我可以做的另一件事是做一个[6] [3] [3]数组，但我认为这会让它太复杂？总结我在问什么，
Another thing I can do is make a [6][3][3] array but I think that'd make it too complex? To summarize what I'm asking,
- 控制台应用程序
- 没有花哨的图形或任何
- 无解
- 一个简单的立方体工作
- 可以初始化用户输入
等级：业余
这是正确的做法？你怎么认为我应该旋转行？同样，不需要code，如果你能解释一下主要的逻辑，我应该怎么分手的code，甚至伪code，那简直太好了。
Is this the right approach? How do you think I should rotate a line? Again, no need for code, if you can please explain the main logic and how should I break up the code or even Pseudo-code, that'd be great.
你觉得我应该在所有使用立方体构成一个整体的立方体魔方[3] [3] [3] 或处理的脸像立方体表面[3] [3] ？
Do you think I should make a whole cube at all using cube rubik[3][3][3] or deal with face like cube face[3][3]?
我要添加您需要帮助解决我的问题，任何额外的信息。
I'll add any extra information you require to help solve my problem.
编辑 - 附加信息：
这是我的立方体阵列（这里搞砸缩进了一下编辑器）：
EDIT - Additional Info: This is my cube array (the editor here messed up the indentation a bit):
int cube[6][3][3] = {{{1,1,1},{1,1,1},{1,1,1}},
{{2,2,2},{2,2,2},{2,2,2}},
{{3,3,3},{3,3,3},{3,3,3}},
{{4,4,4},{4,4,4},{4,4,4}},
{{5,5,5},{5,5,5},{5,5,5}},
{{6,6,6},{6,6,6},{6,6,6}} };
通过
推荐答案
立方体可以重新$ P $
a cube can be represented by
int tile[6][3][3];
的第一个索引是立方体的面
the first index is the face of the cube
第二和第三重present行和列
the second and the third represent the row and the column
数组的值是色彩（0-5）
the value of the array is the color (0-5)
这可以在一个立方体进行操作是6个面（因此6可能采取的行动）。
Action that can be performed on a cube are a 90° clockwise rotation of one of the 6 faces (so 6 possible actions).
任何其他lecit动作可再通过上述的序列psented $ P $
Any other lecit action can be represented by a sequence of the above.
有关完整性，即使它没有要求，要解决这一难题最简单的办法就是暴力破解尝试，直到找到解决办法的招式所有可能的序列。但是，这将导致存储器和处理器非常低效的使用。如溶液中20移动通常发现一个最坏的情况下会导致试图围绕1.0E14移动...
For completeness, even if it's not asked, the easiest way to solve the puzzle is to bruteforce try all possible sequence of moves until a solution is found. But that would result in very inefficient usage of memory and processor. As solution is usually found in 20 moves a worst case scenario would result in trying around 1.0E14 moves...
该网站有大量的谜题求解算法...
The web has plenty of puzzle solution algorithms...
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