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问题描述

我如何从另一个减去一个 CGRect ?我希望结果 R1 - R2 成为R1中与R2不相交的最大子矩形。

示例1

 
+ ------------------- --------------- +
| + -------- + |
| | R2 | |
| | | |
| + -------- + R1 |
| |
| |
| |
+ ---------------------------------- +

R3 = CGRectSubstract(R2,R1);

 
+ ------ ---------------- +
| |
| |
| |
| R3 |
| |
| |
| |
+ ---------------------- +

示例2

 
+ ----------------- ------ + ---------- +
| | |
| | R2 |
| | |
| R1 + ---------- +
| |
| |
| |
+ ---------------------------------- +

R3 = CGRectSubstract(R2,R1);

 
+ ------ ----------------- +
| |
| |
| |
| R3 |
| |
| |
| |
+ ----------------------- +

示例3

 
+ ---------------- ------------------ +
| |
| |
| |
| R1 |
| + --------- + |
| | | |
| | R2 | |
+ --------- + --------- + -------------- +

R3 = CGRectSubstract(R2,R1);

 
+ ------ ---------------------------- +
| |
| |
| R3 |
| |
+ ---------------------------------- +




解决方案

您的定义相当含糊,什么说减法是水平的还是垂直的?我推荐使用CGRectIntersection和CGRectDivide的组合,并指定消除歧义的方向。



(未测试,甚至编译)

  CGRect rectSubtract(CGRect r1,CGRect r2,CGRectEdge edge){
//查找多少r1重叠r2
CGRect intersection = CGRectIntersection( r1,r2);

//如果它们不相交,则返回r1。如果(CGRectIsNull(intersection)){
return r1;
}

//找出我们砍掉了多少r1
float chopAmount =(edge == CGRectMinXEdge || edge == CGRectMaxXEdge)
? intersection.size.width
:intersection.size.height;

CGRect r3,一次性使用;
//印章
CGRectDivide(r1,& throwaway,& r3,chopAmount,edge);
返回r3;
}


How I can substract one CGRect from another? I want the result R1 - R2 to be the largest subrectangle of R1 that does not intersect R2.

Example 1:

+----------------------------------+
| +--------+                       |
| |   R2   |                       |
| |        |                       |
| +--------+      R1               |
|                                  |
|                                  |
|                                  |
+----------------------------------+

R3 = CGRectSubstract(R2,R1);

            +----------------------+
            |                      |
            |                      |
            |                      |
            |          R3          |
            |                      |
            |                      |
            |                      |
            +----------------------+

Example 2:

+-----------------------+----------+
|                       |          |
|                       |    R2    |
|                       |          |
|                 R1    +----------+
|                                  |
|                                  |
|                                  |
+----------------------------------+

R3 = CGRectSubstract(R2,R1);

+-----------------------+
|                       |
|                       |
|                       |
|          R3           |
|                       |
|                       |
|                       |
+-----------------------+

Example 3:

+----------------------------------+
|                                  |
|                                  |
|                                  |
|                 R1               |
|         +---------+              |
|         |         |              |
|         |   R2    |              |
+---------+---------+--------------+

R3 = CGRectSubstract(R2,R1);

+----------------------------------+
|                                  |
|                                  |
|              R3                  |
|                                  |
+----------------------------------+



解决方案

Your definition is fairly ambiguous, what says whether the subtraction is horizontal or vertical? I recommend using a combination of CGRectIntersection and CGRectDivide, along with specifying a direction to remove ambiguity.

(not tested, or even compiled)

CGRect rectSubtract(CGRect r1, CGRect r2, CGRectEdge edge) {
    // Find how much r1 overlaps r2
    CGRect intersection = CGRectIntersection(r1, r2);

    // If they don't intersect, just return r1. No subtraction to be done
    if (CGRectIsNull(intersection)) {
        return r1;
    }

    // Figure out how much we chop off r1
    float chopAmount = (edge == CGRectMinXEdge || edge == CGRectMaxXEdge)
                       ? intersection.size.width
                       : intersection.size.height;

    CGRect r3, throwaway;
    // Chop
    CGRectDivide(r1, &throwaway, &r3, chopAmount, edge);
    return r3;
}

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09-19 02:18