diff --git a/apmpackage/apm/0.2.0/data_stream/app_metrics/elasticsearch/ingest_pipeline/default.json b/apmpackage/apm/0.2.0/data_stream/app_metrics/elasticsearch/ingest_pipeline/default.json new file mode 100644 index 00000000000..4013ad3f9d8 --- /dev/null +++ b/apmpackage/apm/0.2.0/data_stream/app_metrics/elasticsearch/ingest_pipeline/default.json @@ -0,0 +1,37 @@ +{ + "description": "Default enrichment for APM events", + "processors": [ + { + "pipeline": { + "name": "metrics-apm.app-0.2.0-apm_ingest_timestamp" + } + }, + { + "pipeline": { + "name": "metrics-apm.app-0.2.0-apm_user_agent" + } + }, + { + "pipeline": { + "name": "metrics-apm.app-0.2.0-apm_user_geo" + } + }, + { + "pipeline": { + "name": "metrics-apm.app-0.2.0-apm_remove_span_metadata" + } + }, + { + "pipeline": { + "name": "metrics-apm.app-0.2.0-apm_error_grouping_name", + "if": "ctx.processor?.event == 'error'" + } + }, + { + "pipeline": { + "name": "metrics-apm.app-0.2.0-apm_metrics_dynamic_template", + "if": "ctx.processor?.event == 'metric'" + } + } + ] +} \ No newline at end of file diff --git a/apmpackage/apm/0.2.0/data_stream/error_logs/elasticsearch/ingest_pipeline/default.json b/apmpackage/apm/0.2.0/data_stream/error_logs/elasticsearch/ingest_pipeline/default.json new file mode 100644 index 00000000000..c9d6721d4b2 --- /dev/null +++ b/apmpackage/apm/0.2.0/data_stream/error_logs/elasticsearch/ingest_pipeline/default.json @@ -0,0 +1,37 @@ +{ + "description": "Default enrichment for APM events", + "processors": [ + { + "pipeline": { + "name": "logs-apm.error-0.2.0-apm_ingest_timestamp" + } + }, + { + "pipeline": { + "name": "logs-apm.error-0.2.0-apm_user_agent" + } + }, + { + "pipeline": { + "name": "logs-apm.error-0.2.0-apm_user_geo" + } + }, + { + "pipeline": { + "name": "logs-apm.error-0.2.0-apm_remove_span_metadata" + } + }, + { + "pipeline": { + "name": "logs-apm.error-0.2.0-apm_error_grouping_name", + "if": "ctx.processor?.event == 'error'" + } + }, + { + "pipeline": { + "name": "logs-apm.error-0.2.0-apm_metrics_dynamic_template", + "if": "ctx.processor?.event == 'metric'" + } + } + ] +} \ No newline at end of file diff --git a/apmpackage/apm/0.2.0/data_stream/internal_metrics/elasticsearch/ingest_pipeline/default.json b/apmpackage/apm/0.2.0/data_stream/internal_metrics/elasticsearch/ingest_pipeline/default.json new file mode 100644 index 00000000000..8a4079a7d83 --- /dev/null +++ b/apmpackage/apm/0.2.0/data_stream/internal_metrics/elasticsearch/ingest_pipeline/default.json @@ -0,0 +1,37 @@ +{ + "description": "Default enrichment for APM events", + "processors": [ + { + "pipeline": { + "name": "metrics-apm.internal-0.2.0-apm_ingest_timestamp" + } + }, + { + "pipeline": { + "name": "metrics-apm.internal-0.2.0-apm_user_agent" + } + }, + { + "pipeline": { + "name": "metrics-apm.internal-0.2.0-apm_user_geo" + } + }, + { + "pipeline": { + "name": "metrics-apm.internal-0.2.0-apm_remove_span_metadata" + } + }, + { + "pipeline": { + "name": "metrics-apm.internal-0.2.0-apm_error_grouping_name", + "if": "ctx.processor?.event == 'error'" + } + }, + { + "pipeline": { + "name": "metrics-apm.internal-0.2.0-apm_metrics_dynamic_template", + "if": "ctx.processor?.event == 'metric'" + } + } + ] +} \ No newline at end of file diff --git a/apmpackage/apm/0.2.0/data_stream/profile_metrics/elasticsearch/ingest_pipeline/default.json b/apmpackage/apm/0.2.0/data_stream/profile_metrics/elasticsearch/ingest_pipeline/default.json new file mode 100644 index 00000000000..f317ea06b71 --- /dev/null +++ b/apmpackage/apm/0.2.0/data_stream/profile_metrics/elasticsearch/ingest_pipeline/default.json @@ -0,0 +1,37 @@ +{ + "description": "Default enrichment for APM events", + "processors": [ + { + "pipeline": { + "name": "metrics-apm.profiling-0.2.0-apm_ingest_timestamp" + } + }, + { + "pipeline": { + "name": "metrics-apm.profiling-0.2.0-apm_user_agent" + } + }, + { + "pipeline": { + "name": "metrics-apm.profiling-0.2.0-apm_user_geo" + } + }, + { + "pipeline": { + "name": "metrics-apm.profiling-0.2.0-apm_remove_span_metadata" + } + }, + { + "pipeline": { + "name": "metrics-apm.profiling-0.2.0-apm_error_grouping_name", + "if": "ctx.processor?.event == 'error'" + } + }, + { + "pipeline": { + "name": "metrics-apm.profiling-0.2.0-apm_metrics_dynamic_template", + "if": "ctx.processor?.event == 'metric'" + } + } + ] +} \ No newline at end of file diff --git a/apmpackage/apm/0.2.0/data_stream/traces/elasticsearch/ingest_pipeline/default.json b/apmpackage/apm/0.2.0/data_stream/traces/elasticsearch/ingest_pipeline/default.json new file mode 100644 index 00000000000..220f7fb6b36 --- /dev/null +++ b/apmpackage/apm/0.2.0/data_stream/traces/elasticsearch/ingest_pipeline/default.json @@ -0,0 +1,37 @@ +{ + "description": "Default enrichment for APM events", + "processors": [ + { + "pipeline": { + "name": "traces-apm-0.2.0-apm_ingest_timestamp" + } + }, + { + "pipeline": { + "name": "traces-apm-0.2.0-apm_user_agent" + } + }, + { + "pipeline": { + "name": "traces-apm-0.2.0-apm_user_geo" + } + }, + { + "pipeline": { + "name": "traces-apm-0.2.0-apm_remove_span_metadata" + } + }, + { + "pipeline": { + "name": "traces-apm-0.2.0-apm_error_grouping_name", + "if": "ctx.processor?.event == 'error'" + } + }, + { + "pipeline": { + "name": "traces-apm-0.2.0-apm_metrics_dynamic_template", + "if": "ctx.processor?.event == 'metric'" + } + } + ] +} \ No newline at end of file diff --git a/changelogs/head.asciidoc b/changelogs/head.asciidoc new file mode 100644 index 00000000000..66f42b6f65a --- /dev/null +++ b/changelogs/head.asciidoc @@ -0,0 +1,29 @@ +[[release-notes-head]] +== APM Server version HEAD + +https://github.com/elastic/apm-server/compare/7.13\...master[View commits] + +[float] +==== Breaking Changes + +[float] +==== Bug fixes +* Don't auto-disable ILM due to a failure to communicate with Elasticsearch {pull}5264[5264] +* Fix panic due to misaligned 64-bit access on 32-bit architectures {pull}5277[5277] +* Fixed tail-based sampling pubsub to use _seq_no correctly {pull}5126[5126] +* Fix document grouping of translated OpenTelemetry Java metrics {pull}5309[5309] +* OpenTelemetry: record array attributes as labels {pull}5286[5286] +* model/modeldecoder: fix 32-bit timestamp decoding {pull}5308[5308] + +[float] +==== Intake API Changes + +[float] +==== Added +* Support setting agent configuration from apm-server.yml {pull}5177[5177] +* Add metric_type and unit to field metadata of system metrics {pull}5230[5230] +* Upgrade Go to 1.15.12 {pull}[] +* Add support for dynamic histogram metrics {pull}5239[5239] + +[float] +==== Deprecated diff --git a/include/fields.go b/include/fields.go index da8dab50517..cfe2864f799 100644 --- a/include/fields.go +++ b/include/fields.go @@ -32,5 +32,9 @@ func init() { // AssetBuildFieldsFieldsYml returns asset data. // This is the base64 encoded gzipped contents of build/fields/fields.yml. func AssetBuildFieldsFieldsYml() string { +<<<<<<< HEAD return 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" +======= + return 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" +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) } diff --git a/processor/otel/metrics.go b/processor/otel/metrics.go index 6f768535110..ecbb15b26b5 100644 --- a/processor/otel/metrics.go +++ b/processor/otel/metrics.go @@ -186,9 +186,15 @@ func (c *Consumer) addMetric(metric pdata.Metric, ms *metricsets) bool { } } return !anyDropped +<<<<<<< HEAD case pdata.MetricDataTypeHistogram: anyDropped := false dps := metric.Histogram().DataPoints() +======= + case pdata.MetricDataTypeDoubleHistogram: + anyDropped := false + dps := metric.DoubleHistogram().DataPoints() +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) for i := 0; i < dps.Len(); i++ { dp := dps.At(i) if sample, ok := histogramSample(metric.Name(), dp.BucketCounts(), dp.ExplicitBounds()); ok { @@ -198,7 +204,11 @@ func (c *Consumer) addMetric(metric pdata.Metric, ms *metricsets) bool { } } return !anyDropped +<<<<<<< HEAD case pdata.MetricDataTypeSummary: +======= + case pdata.MetricDataTypeDoubleSummary: +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) // TODO(axw) https://github.com/elastic/apm-server/issues/3195 // (Not quite the same issue, but the solution would also enable // aggregate metrics, which would be appropriate for summaries.) diff --git a/processor/otel/metrics_test.go b/processor/otel/metrics_test.go index a0f1f532029..cdd50783b3f 100644 --- a/processor/otel/metrics_test.go +++ b/processor/otel/metrics_test.go @@ -122,8 +122,13 @@ func TestConsumeMetrics(t *testing.T) { doubleSum.DataPoints().At(2).SetValue(14) doubleSum.DataPoints().At(2).LabelsMap().InitFromMap(map[string]string{"k2": "v"}) +<<<<<<< HEAD metric = appendMetric("histogram_metric", pdata.MetricDataTypeHistogram) doubleHistogram := metric.Histogram() +======= + metric = appendMetric("double_histogram_metric", pdata.MetricDataTypeDoubleHistogram) + doubleHistogram := metric.DoubleHistogram() +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) doubleHistogram.DataPoints().Resize(1) doubleHistogram.DataPoints().At(0).SetTimestamp(pdata.TimestampFromTime(timestamp0)) doubleHistogram.DataPoints().At(0).SetBucketCounts([]uint64{1, 1, 2, 3}) @@ -136,8 +141,13 @@ func TestConsumeMetrics(t *testing.T) { intHistogram.DataPoints().At(0).SetBucketCounts([]uint64{0, 1, 2, 3}) intHistogram.DataPoints().At(0).SetExplicitBounds([]float64{1.0, 2.0, 3.0}) +<<<<<<< HEAD metric = appendMetric("invalid_histogram_metric", pdata.MetricDataTypeHistogram) invalidHistogram := metric.Histogram() +======= + metric = appendMetric("invalid_histogram_metric", pdata.MetricDataTypeDoubleHistogram) + invalidHistogram := metric.DoubleHistogram() +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) invalidHistogram.DataPoints().Resize(1) invalidHistogram.DataPoints().At(0).SetTimestamp(pdata.TimestampFromTime(timestamp0)) invalidHistogram.DataPoints().At(0).SetBucketCounts([]uint64{1, 2, 3}) // should be one more bucket count than bounds @@ -145,8 +155,13 @@ func TestConsumeMetrics(t *testing.T) { expectDropped++ // Summary metrics are not yet supported, and will be dropped. +<<<<<<< HEAD metric = appendMetric("double_summary_metric", pdata.MetricDataTypeSummary) metric.Summary().DataPoints().Resize(1) +======= + metric = appendMetric("double_summary_metric", pdata.MetricDataTypeDoubleSummary) + metric.DoubleSummary().DataPoints().Resize(1) +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) expectDropped++ metadata := model.Metadata{ @@ -175,7 +190,11 @@ func TestConsumeMetrics(t *testing.T) { {Name: "double_sum_metric", Value: 12, Type: "counter"}, { +<<<<<<< HEAD Name: "histogram_metric", Type: "histogram", +======= + Name: "double_histogram_metric", Type: "histogram", +>>>>>>> 91645bde (Add support for dynamic histogram metrics (#5239)) Counts: []int64{1, 1, 2, 3}, Values: []float64{-1, 0.5, 2.75, 3.5}, },