题目23 从上往下打印二叉树

void PrintTreeFromTopToBottom(BinarySeachTreeNode<int>* pRoot)
{
    if (NULL == pRoot)
    {
        return;
    }

    queue<BinarySeachTreeNode<int>*> stQueue;
    stQueue.push(pRoot);

    while (!stQueue.empty())
    {
        BinarySeachTreeNode<int>* pTmpNode = stQueue.front();
        stQueue.pop();

        // 打印数据
        printf("%2d -> ", pTmpNode->m_stValue);

        if (pTmpNode->m_pLeftNode)
        {
            stQueue.push(pTmpNode->m_pLeftNode);
        }

        if (pTmpNode->m_pRightNode)
        {
            stQueue.push(pTmpNode->m_pRightNode);
        }
    }

    putchar(10);

}

void PrintTreeFromTopToBottomTestFunc()
{
    cout << "\n\n --------------- PrintTreeFromTopToBottomTestFunc Start -------------->" << endl;
    int aiArray[] = {8, 6, 10, 5, 7, 9, 11, 12};
    int iLen = sizeof(aiArray) / sizeof(int);
    TRAVERSAL_ARRAY(aiArray, iLen);

    // 1.建立一个二叉树
    CBinarySearchTree<int>* pTree = new CBinarySearchTree<int>();
    if (NULL == pTree)
    {
        return;
    }

    for (int i = 0; i < iLen; i++)
    {
        pTree->Insert(aiArray[i]);
    }

    pTree->Traversal();
    pTree->Traversal(TRAVERSAL_TYPE_RECUR_PRE_ORDER);

    // 2.二叉树层次遍历(广度优先遍历)
    const BinarySeachTreeNode<int>* pRoot = pTree->GetTreeRootNode();

    cout << "非递归 层次遍历: ";
    PrintTreeFromTopToBottom(const_cast<BinarySeachTreeNode<int>*>(pRoot));

    // 3.释放内存
    SAVE_DELETE(pTree);

    cout << "\n\n --------------- PrintTreeFromTopToBottomTestFunc Start -------------->" << endl;

}