《React-Native系列》44、基于多个TextInput的键盘遮挡处理方案优化
曾经写过两篇关于在ReactNative上处理键盘遮挡输入表单TextInput的情况。建议读者能够先看看
1、《React-Native系列》33、 键盘遮挡问题处理
2、《React-Native系列》42、键盘遮挡问题官方处理方法KeyboardAvoidingView
曾经给出的解决方式,是使用ScrollView的scrollTo方法,将表单的输入域移动到可见区域(从键盘遮挡处移到键盘上方)。
这个方法存在下面问题:
1、移动距离的计算不精确
2、假设表单中有多个TextInput,怎么处理?
今天,我们来给出个比較好的方案。
'use strict';
import React, { Component } from 'react';
import {
View,
Text,
ScrollView,
NativeModules,
TouchableOpacity,
TouchableHighlight,
AppRegistry,
Image,
Platform,
TextInput,
Dimensions,
Keyboard,
}from 'react-native';
var dismissKeyboard = require('dismissKeyboard');
const {width, height} = Dimensions.get('window');
import styles from '../styles/goods/Spec.css'; export default class Spec extends Component {
constructor(props) {
super(props);
this.state = {
groupValueList:[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16],
};
this.contentHeight = 0;
this.textInputView = null;//当前编辑的textInput
this.moveH = 0;//ScrollView滑动的距离
this.lastMoveH = 0;//保留上次滑动的距离
this.needMove = false;//弹出键盘时。textInputView是否须要滑动
} componentWillMount(){
if (Platform.OS === 'ios') {
this.subscriptions = [
Keyboard.addListener('keyboardDidShow', this._keyboardDidShow),
Keyboard.addListener('keyboardDidHide', this._keyboardDidHide)
];
}
}
componentWillUnmount(){
if (Platform.OS === 'ios') {
this.subscriptions.forEach((sub) => sub.remove());
}
}
_keyboardDidShow = (e) => {
if(! this.textInputView) return ;
this.needMove = false;
this.refs[this.textInputView].measure((ox, oy, w, h, px, py)=>{
let leftHeight = height - py;//输入框距离底部的距离 = (屏幕的高度 - 当前TextInput的高度)
//输入框距离底部的距离小于键盘的高度,须要滑动
if( leftHeight < e.startCoordinates.height + 25 ){
this.needMove = true;
// 须要移动的距离
let moveHeight = 30 + (e.startCoordinates.height - leftHeight);
console.log("this.moveH=" + this.moveH,"this.contentHeight=" + this.contentHeight,"height=" + height); //moveH 异常数据处理
if(this.moveH + height > this.contentHeight) {
this.moveH = this.contentHeight - height;
console.log("===error===");
}
this.lastMoveH = this.moveH;
this.refs.scroll.scrollTo({y:this.moveH + moveHeight ,x:0});
}
});
} _keyboardDidHide = () => {
if(this.needMove){
this.refs.scroll.scrollTo({y:this.lastMoveH ,x:0});
}
this.textInputView = null;
} /**
* 展示规格项组合项
*/
_renderGroupItem(item , i) {
let refId = i;
return (
<View key={i} style={{ marginLeft:15,borderTopWidth:1,
borderTopColor:'#DBDBDB',justifyContent:'center',height:70}}>
<TextInput
ref={ refId }
style={{
width:110,
alignSelf:'center',
borderWidth: 1,
borderColor:'#BDBDBD',
textAlign:'center',
fontSize:13,
color:'#333333',
height:25,
}}
maxLength={5}
placeholderTextColor="#b2b2b2"
placeholder="请输入价格"
multiline={false}
keyboardType="numeric"
returnKeyType={'done'}
value={"" }
onFocus={()=>{this.textInputView = refId}}
/>
</View>
);
} render(){
return (
<View style={{flex: 1,backgroundColor: '#ffffff'}}>
<View/>
<ScrollView ref='scroll' onContentSizeChange ={(contentWidth, contentHeight)=>{
this.contentHeight = parseInt(contentHeight);
}}
onScrollEndDrag={(e)=>{
this.moveH = e.nativeEvent.contentOffset.y;
// console.log("this.moveH",this.moveH);
}}>
<View onStartShouldSetResponderCapture={(e)=>{dismissKeyboard();}}>
{ this.state.groupValueList.map((item,i)=>this._renderGroupItem(item,i)) }
</View>
</ScrollView>
</View>
);
}
}
AppRegistry.registerComponent('你的模块',() => Spec);
代码凝视比較具体了,可是这里还是简单说明下下面几个点:
1、仅仅对iOS平台进行处理。RN已经对Android做了键盘的处理
2、当前TextInput的高度
获取到当前正在被编辑的textInput ,this.textInputView
在键盘弹出监听_keyboardDidShow 中,调用 this.refs[this.textInputView].measure((ox, oy, w, h, px, py)=>{});
此时的py就是当前TextInput在屏幕上的高度
3、 输入框距离底部的距离 (leftHeight)
输入框距离底部的距离 = (屏幕的高度 - 当前TextInput在屏幕上的高度)
推断leftHeight 是否大于键盘高度,假设大于键盘的高度,默认不处理。假设小于键盘的高度,那么说明TextInput被键盘覆盖
4、移动距离的计算
通过ScrollView的onScrollEndDrag方法,计算ScrollView滑动的距离。
this.moveH = e.nativeEvent.contentOffset.y;
通过键盘的高度和leftHeight ,计算出须要移动的距离
5、moveH异常数据的处理
当高速滑动的时候,点击TextInput还是会出现移动距离错误的情况,由于ScrollView滑动的距离计算有误
譬如向下滑动到顶部后,继续滑动。this.moveH 会出现负数 。此情况不须要处理,由于TextInput在键盘上方
向上滑动究竟部后,继续滑动,this.moveH会有问题 ,此情况须要处理
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" alt="" />
解决方式:我们将moveH的数据纠正
假设 moveH + 屏幕的高度 大于 ScrollView内容的高度,说明moveH数值偏高,此时须要将moveH的值纠正为this.contentHeight - height,即:滑动到页面底部的状态。
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" alt="" />
if(this.moveH + height > this.contentHeight) {
this.moveH = this.contentHeight - height;
console.log("===error===");
}
下图可见:moveH数据异常
aaarticlea/png;base64,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" 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界面展演示样例如以下:
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" alt="" />
以上都是基于 RN 0.29.2版本号。假设使用其它版本号。可能API会有不一致的情况。
假设您有更好的方案。希望能够交流,联系我见:与我联系
參考:
p.p1 {margin: 0.0px 0.0px 0.0px 0.0px; font: 14.0px Helvetica; color: #042eee; -webkit-text-stroke: #042eee}
span.s1 {text-decoration: underline ; font-kerning: none}
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