diff --git a/CHANGELOG.next.asciidoc b/CHANGELOG.next.asciidoc index be9b8ede3ccf..cc78a3a5fa4c 100644 --- a/CHANGELOG.next.asciidoc +++ b/CHANGELOG.next.asciidoc @@ -49,6 +49,7 @@ https://github.com/elastic/beats/compare/v7.0.0-alpha2...master[Check the HEAD d *Metricbeat* +- Fix statistic methods for metrics collected for SQS. {pull}40207[40207] *Packetbeat* diff --git a/metricbeat/docs/fields.asciidoc b/metricbeat/docs/fields.asciidoc index 7df891f71e3a..65d72f292182 100644 --- a/metricbeat/docs/fields.asciidoc +++ b/metricbeat/docs/fields.asciidoc @@ -4906,7 +4906,7 @@ type: long *`aws.sqs.oldest_message_age.sec`*:: + -- -The approximate age of the oldest non-deleted message in the queue. +The maximum approximate age of the oldest non-deleted message in the queue. type: long @@ -4948,7 +4948,7 @@ type: long *`aws.sqs.messages.deleted`*:: + -- -The number of messages deleted from the queue. +The total number of messages deleted from the queue. type: long @@ -4958,7 +4958,7 @@ type: long *`aws.sqs.messages.received`*:: + -- -The number of messages returned by calls to the ReceiveMessage action. +The total number of messages returned by calls to the ReceiveMessage action. type: long @@ -4968,7 +4968,7 @@ type: long *`aws.sqs.messages.sent`*:: + -- -The number of messages added to a queue. +The total number of messages added to a queue. type: long @@ -4978,7 +4978,7 @@ type: long *`aws.sqs.empty_receives`*:: + -- -The number of ReceiveMessage API calls that did not return a message. +The total number of ReceiveMessage API calls that did not return a message. type: long diff --git a/x-pack/metricbeat/module/aws/fields.go b/x-pack/metricbeat/module/aws/fields.go index 8fc312ef3117..219c85e736a7 100644 --- a/x-pack/metricbeat/module/aws/fields.go +++ b/x-pack/metricbeat/module/aws/fields.go @@ -19,5 +19,5 @@ func init() { // AssetAws returns asset data. // This is the base64 encoded zlib format compressed contents of module/aws. func AssetAws() string { - return 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" + return "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" } diff --git a/x-pack/metricbeat/module/aws/sqs/_meta/fields.yml b/x-pack/metricbeat/module/aws/sqs/_meta/fields.yml index bc20fc16db34..823eaa4959f7 100644 --- a/x-pack/metricbeat/module/aws/sqs/_meta/fields.yml +++ b/x-pack/metricbeat/module/aws/sqs/_meta/fields.yml @@ -8,7 +8,7 @@ type: long format: duration description: > - The approximate age of the oldest non-deleted message in the queue. + The maximum approximate age of the oldest non-deleted message in the queue. - name: messages.delayed type: long description: > @@ -24,19 +24,19 @@ - name: messages.deleted type: long description: > - The number of messages deleted from the queue. + The total number of messages deleted from the queue. - name: messages.received type: long description: > - The number of messages returned by calls to the ReceiveMessage action. + The total number of messages returned by calls to the ReceiveMessage action. - name: messages.sent type: long description: > - The number of messages added to a queue. + The total number of messages added to a queue. - name: empty_receives type: long description: > - The number of ReceiveMessage API calls that did not return a message. + The total number of ReceiveMessage API calls that did not return a message. - name: sent_message_size.bytes type: long format: bytes diff --git a/x-pack/metricbeat/module/aws/sqs/manifest.yml b/x-pack/metricbeat/module/aws/sqs/manifest.yml index 2fe23d4d5455..1609306eceeb 100644 --- a/x-pack/metricbeat/module/aws/sqs/manifest.yml +++ b/x-pack/metricbeat/module/aws/sqs/manifest.yml @@ -6,22 +6,30 @@ input: metrics: - namespace: AWS/SQS resource_type: sqs - statistic: ["Average"] + statistic: [ "Maximum" ] name: - ApproximateAgeOfOldestMessage + - namespace: AWS/SQS + resource_type: sqs + statistic: [ "Average" ] + name: - ApproximateNumberOfMessagesDelayed - ApproximateNumberOfMessagesNotVisible - ApproximateNumberOfMessagesVisible + - SentMessageSize + - namespace: AWS/SQS + resource_type: sqs + statistic: [ "Sum" ] + name: - NumberOfMessagesDeleted + - NumberOfEmptyReceives - NumberOfMessagesReceived - NumberOfMessagesSent - - NumberOfEmptyReceives - - SentMessageSize processors: - rename: ignore_missing: true fields: - - from: "aws.sqs.metrics.ApproximateAgeOfOldestMessage.avg" + - from: "aws.sqs.metrics.ApproximateAgeOfOldestMessage.max" to: "aws.sqs.oldest_message_age.sec" - from: "aws.sqs.metrics.ApproximateNumberOfMessagesDelayed.avg" to: "aws.sqs.messages.delayed" @@ -29,13 +37,13 @@ processors: to: "aws.sqs.messages.not_visible" - from: "aws.sqs.metrics.ApproximateNumberOfMessagesVisible.avg" to: "aws.sqs.messages.visible" - - from: "aws.sqs.metrics.NumberOfMessagesDeleted.avg" + - from: "aws.sqs.metrics.NumberOfMessagesDeleted.sum" to: "aws.sqs.messages.deleted" - - from: "aws.sqs.metrics.NumberOfMessagesReceived.avg" + - from: "aws.sqs.metrics.NumberOfMessagesReceived.sum" to: "aws.sqs.messages.received" - - from: "aws.sqs.metrics.NumberOfMessagesSent.avg" + - from: "aws.sqs.metrics.NumberOfMessagesSent.sum" to: "aws.sqs.messages.sent" - - from: "aws.sqs.metrics.NumberOfEmptyReceives.avg" + - from: "aws.sqs.metrics.NumberOfEmptyReceives.sum" to: "aws.sqs.empty_receives" - from: "aws.sqs.metrics.SentMessageSize.avg" to: "aws.sqs.sent_message_size.bytes"