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while (m_nodes[index].IsLeaf() == false) { int32 child1 = m_nodes[index].child1; int32 child2 = m_nodes[index].child2; float32 area = m_nodes[index].aabb.GetPerimeter(); // 面积代价 b2AABB combinedAABB; combinedAABB.Combine(m_nodes[index].aabb, leafAABB); float32 combinedArea = combinedAABB.GetPerimeter(); // 合并后的 周长 // Cost of creating a new parent for this node and the new leaf float32 cost = 2.0f * combinedArea; // Minimum cost of pushing the leaf further down the tree float32 inheritanceCost = 2.0f * (combinedArea - area); // Cost of descending into child1 float32 cost1; if (m_nodes[child1].IsLeaf()) { b2AABB aabb; aabb.Combine(leafAABB, m_nodes[child1].aabb); cost1 = aabb.GetPerimeter() + inheritanceCost; } else { b2AABB aabb; aabb.Combine(leafAABB, m_nodes[child1].aabb); float32 oldArea = m_nodes[child1].aabb.GetPerimeter(); float32 newArea = aabb.GetPerimeter(); cost1 = (newArea - oldArea) + inheritanceCost; } // Cost of descending into child2 float32 cost2; if (m_nodes[child2].IsLeaf()) { b2AABB aabb; aabb.Combine(leafAABB, m_nodes[child2].aabb); cost2 = aabb.GetPerimeter() + inheritanceCost; } else { b2AABB aabb; aabb.Combine(leafAABB, m_nodes[child2].aabb); float32 oldArea = m_nodes[child2].aabb.GetPerimeter(); float32 newArea = aabb.GetPerimeter(); cost2 = newArea - oldArea + inheritanceCost; } // Descend according to the minimum cost. if (cost < cost1 && cost < cost2) { break; } // Descend if (cost1 < cost2) { index = child1; } else { index = child2; } }
box2d是采用surface area heuristic 划分场景的。 虽然采用的是getperimter, 获取aabb的周长,然后计算代价。 但可以从变量名上可以找到area, totalarea, newarea,oldarea. 这可能是因为采用周长的代价更低的原因。
插入思路如下:计算左右子树的代价,选择代价低的节点,如果此节点是叶子节点,将新节点插入。 如果不是,重复此步操作。
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原文地址:http://www.cnblogs.com/duzib/p/4590900.html