watermark的产生
我们知道watermark的生成有两种方式:
1.在sourceFunction中通过emitWatermark方法生成
2.通过assignTimestampsAndWatermarks抽取timestamp并生成watermark
watermark的流转
watermark会像普通的element和stream status一样随着stream流不断的向下游流转
watermark的处理
前面文章写过job的执行过程,描述了数据怎么被处理的,所有流数据被封装成StreamElement对象,其有4个子类
本文主要讨论waterm对齐的过程
具体处理逻辑在StreamTaskNetworkInput#processElement方法中
private void processElement(StreamElement recordOrMark, DataOutput<T> output) throws Exception {
if (recordOrMark.isRecord()){
output.emitRecord(recordOrMark.asRecord());
} else if (recordOrMark.isWatermark()) {
//处理watermark
statusWatermarkValve.inputWatermark(recordOrMark.asWatermark(), lastChannel);
} else if (recordOrMark.isLatencyMarker()) {
output.emitLatencyMarker(recordOrMark.asLatencyMarker());
} else if (recordOrMark.isStreamStatus()) {
statusWatermarkValve.inputStreamStatus(recordOrMark.asStreamStatus(), lastChannel);
} else {
throw new UnsupportedOperationException("Unknown type of StreamElement");
}
}
public void inputWatermark(Watermark watermark, int channelIndex) throws Exception {
// ignore the input watermark if its input channel, or all input channels are idle (i.e. overall the valve is idle).
//当前流状态是active,input channel的状态也是active,否则不处理
if (lastOutputStreamStatus.isActive() && channelStatuses[channelIndex].streamStatus.isActive()) {
long watermarkMillis = watermark.getTimestamp();
// if the input watermark's value is less than the last received watermark for its input channel, ignore it also.
//如果当前水印时间小于等于当前channel的水印时间,则忽略
if (watermarkMillis > channelStatuses[channelIndex].watermark) {
channelStatuses[channelIndex].watermark = watermarkMillis;
// previously unaligned input channels are now aligned if its watermark has caught up
//如果当前channel是未对齐状态,且当前水印时间大于上次发出的水印时间则任务当前channel已经对齐
if (!channelStatuses[channelIndex].isWatermarkAligned && watermarkMillis >= lastOutputWatermark) {
channelStatuses[channelIndex].isWatermarkAligned = true;
}
// now, attempt to find a new min watermark across all aligned channels
//取所有input channel中最小的watermark,当做最新的watermark发出
findAndOutputNewMinWatermarkAcrossAlignedChannels();
}
}
}
flink通过InputChannelStatus数组来维护一个算子的所有input channel
/**
* An {@code InputChannelStatus} keeps track of an input channel's last watermark, stream
* status, and whether or not the channel's current watermark is aligned with the overall
* watermark output from the valve.
*
* <p>There are 2 situations where a channel's watermark is not considered aligned:
* <ul>
* <li>the current stream status of the channel is idle
* <li>the stream status has resumed to be active, but the watermark of the channel hasn't
* caught up to the last output watermark from the valve yet.
* </ul>
*/
@VisibleForTesting
protected static class InputChannelStatus {
protected long watermark;//当前channel最后一个watermark的时间戳
protected StreamStatus streamStatus;//流的状态
protected boolean isWatermarkAligned;//watermark是否对齐
}
上面的doc描述的很清楚,一个InputChannelStatus对象维护一个channel发送的最后一个watermark的时间戳,当前流的状态(active or idle),当前watermark是否和总体输出的watermark对齐。
同时有2种情况下不需要对齐:
1.当前stream状态是idle。
2.stream状态是刚恢复成active,且当前channel的watermark还没赶上总体输出的最新的水印。
上面inputWatermark方法的注释已经大概说明了channel对齐的过程。取所有input channel的最小watermark并作为当前watermark逻辑如下:
private void findAndOutputNewMinWatermarkAcrossAlignedChannels() throws Exception {
long newMinWatermark = Long.MAX_VALUE;
boolean hasAlignedChannels = false;
// determine new overall watermark by considering only watermark-aligned channels across all channels
//只有已对齐的channel才会参与比较
for (InputChannelStatus channelStatus : channelStatuses) {
if (channelStatus.isWatermarkAligned) {
hasAlignedChannels = true;
newMinWatermark = Math.min(channelStatus.watermark, newMinWatermark);
}
}
// we acknowledge and output the new overall watermark if it really is aggregated
// from some remaining aligned channel, and is also larger than the last output watermark
//从已对其的channel中获取到的最小的watermark,如果大于上次发出的watermark则作为最新的watermark发出。
if (hasAlignedChannels && newMinWatermark > lastOutputWatermark) {
lastOutputWatermark = newMinWatermark;
output.emitWatermark(new Watermark(lastOutputWatermark));
}
}
至此watermark对齐取最小的逻辑已分析完毕。
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