1. Vue Diff算法的策略
Vue 2 的 Diff 算法基于 双端比较 策略,即通过四个指针(旧头、旧尾、新头、新尾)来比较新旧节点列表,尽可能复用 DOM 节点。
2. 实现步骤
2.1 定义节点结构
我们用一个简单的对象来表示虚拟 DOM 节点:
1 2 3 4 5 6 7
| class VNode { constructor(tag, key, children) { this.tag = tag; this.key = key; this.children = children || []; } }
|
2.2 定义 Diff 函数
Diff 函数接收新旧子节点列表,并返回需要更新的操作。
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66
| function diff(oldChildren, newChildren) { let oldStartIdx = 0; let oldEndIdx = oldChildren.length - 1; let newStartIdx = 0; let newEndIdx = newChildren.length - 1;
while (oldStartIdx <= oldEndIdx && newStartIdx <= newEndIdx) { const oldStartNode = oldChildren[oldStartIdx]; const oldEndNode = oldChildren[oldEndIdx]; const newStartNode = newChildren[newStartIdx]; const newEndNode = newChildren[newEndIdx];
if (isSameNode(oldStartNode, newStartNode)) { patch(oldStartNode, newStartNode); oldStartIdx++; newStartIdx++; } else if (isSameNode(oldEndNode, newEndNode)) { patch(oldEndNode, newEndNode); oldEndIdx--; newEndIdx--; } else if (isSameNode(oldStartNode, newEndNode)) { patch(oldStartNode, newEndNode); move(oldStartNode, oldEndNode); oldStartIdx++; newEndIdx--; } else if (isSameNode(oldEndNode, newStartNode)) { patch(oldEndNode, newStartNode); move(oldEndNode, oldStartNode); oldEndIdx--; newStartIdx++; } else { const idxInOld = findIdxInOld(newStartNode, oldChildren, oldStartIdx, oldEndIdx); if (idxInOld !== -1) { const nodeToMove = oldChildren[idxInOld]; patch(nodeToMove, newStartNode); move(nodeToMove, oldStartNode); oldChildren[idxInOld] = undefined; } else { insert(newStartNode, oldStartNode); } newStartIdx++; } }
if (oldStartIdx > oldEndIdx) { for (let i = newStartIdx; i <= newEndIdx; i++) { insert(newChildren[i], oldChildren[oldStartIdx]); } } else if (newStartIdx > newEndIdx) { for (let i = oldStartIdx; i <= oldEndIdx; i++) { remove(oldChildren[i]); } } }
|
3. 辅助函数
3.1 判断节点是否相同
1 2 3
| function isSameNode(oldNode, newNode) { return oldNode && newNode && oldNode.key === newNode.key && oldNode.tag === newNode.tag; }
|
3.2 查找节点在旧列表中的位置
1 2 3 4 5 6 7 8
| function findIdxInOld(node, oldChildren, start, end) { for (let i = start; i <= end; i++) { if (oldChildren[i] && isSameNode(oldChildren[i], node)) { return i; } } return -1; }
|
3.3 更新节点
1 2 3 4
| function patch(oldNode, newNode) { console.log(`更新节点: ${oldNode.key} -> ${newNode.key}`); }
|
3.4 移动节点
1 2 3 4
| function move(node, referenceNode) { console.log(`移动节点: ${node.key} 到 ${referenceNode.key} 附近`); }
|
3.5 插入节点
1 2 3 4
| function insert(node, referenceNode) { console.log(`插入节点: ${node.key} 到 ${referenceNode ? referenceNode.key : '开头'}`); }
|
3.6 删除节点
1 2 3 4
| function remove(node) { console.log(`删除节点: ${node.key}`); }
|
4. 示例
4.1 定义新旧节点列表
1 2 3 4 5 6 7 8 9 10 11 12 13
| const oldChildren = [ new VNode('div', 'A'), new VNode('div', 'B'), new VNode('div', 'C'), new VNode('div', 'D') ];
const newChildren = [ new VNode('div', 'D'), new VNode('div', 'A'), new VNode('div', 'B'), new VNode('div', 'C') ];
|
4.2 执行 Diff 算法
1
| diff(oldChildren, newChildren);
|
4.3 输出结果
1 2 3 4
| 移动节点: D 到 A 附近 更新节点: A -> A 更新节点: B -> B 更新节点: C -> C
|
5. 总结
通过这个简单版的diff算法,我们模拟了双端比较策略,并实现了节点的更新、移动、插入和删除操作。虽然这是一个简化版本,但并不妨碍理解Vue 的diff 算法的核心思想。