diff --git a/CHANGELOG.next.asciidoc b/CHANGELOG.next.asciidoc index edbf4444cdf..508d6e7bee9 100644 --- a/CHANGELOG.next.asciidoc +++ b/CHANGELOG.next.asciidoc @@ -443,6 +443,7 @@ https://github.com/elastic/beats/compare/v7.0.0-alpha2...master[Check the HEAD d - Allow a list of status codes for HTTP checks. {pull}15587[15587] - Add additional ECS compatible fields for TLS information. {pull}17687[17687] +- Record HTTP response headers. {pull}18327[18327] *Heartbeat* diff --git a/heartbeat/docs/fields.asciidoc b/heartbeat/docs/fields.asciidoc index 1ce19dc9375..4e4468e240b 100644 --- a/heartbeat/docs/fields.asciidoc +++ b/heartbeat/docs/fields.asciidoc @@ -7281,6 +7281,18 @@ type: keyword -- +*`http.response.headers.*`*:: ++ +-- +The canonical headers of the monitored HTTP response. + + +type: object + +Object is not enabled. + +-- + [float] === rtt diff --git a/heartbeat/docs/monitors/monitor-http.asciidoc b/heartbeat/docs/monitors/monitor-http.asciidoc index 1cea32f662f..ea981ea62b7 100644 --- a/heartbeat/docs/monitors/monitor-http.asciidoc +++ b/heartbeat/docs/monitors/monitor-http.asciidoc @@ -82,6 +82,15 @@ Example configuration: Also see <> for a full description of the `ssl` options. + +[float] +[[monitor-http-headers]] +=== `headers` + +Controls the indexing of the HTTP response headers `http.response.body.headers` field. + +On by default. Set `response.include_headers` to `false` to disable. + [float] [[monitor-http-response]] === `response` diff --git a/heartbeat/include/fields.go b/heartbeat/include/fields.go index 9261227de21..1fad4639753 100644 --- a/heartbeat/include/fields.go +++ b/heartbeat/include/fields.go @@ -32,5 +32,5 @@ func init() { // AssetFieldsYml returns asset data. // This is the base64 encoded gzipped contents of fields.yml. func AssetFieldsYml() string { - return 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" + return 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" } diff --git a/heartbeat/monitors/active/http/_meta/fields.yml b/heartbeat/monitors/active/http/_meta/fields.yml index 2343c4205ef..05f88ae1066 100644 --- a/heartbeat/monitors/active/http/_meta/fields.yml +++ b/heartbeat/monitors/active/http/_meta/fields.yml @@ -28,6 +28,11 @@ description: > List of redirects followed to arrive at final content. Last item on the list is the URL for which body content is shown. + - name: headers.* + type: object + enabled: false + description: > + The canonical headers of the monitored HTTP response. - name: rtt type: group description: > diff --git a/heartbeat/monitors/active/http/config.go b/heartbeat/monitors/active/http/config.go index c648cfecfc9..58776d14566 100644 --- a/heartbeat/monitors/active/http/config.go +++ b/heartbeat/monitors/active/http/config.go @@ -53,6 +53,7 @@ type Config struct { type responseConfig struct { IncludeBody string `config:"include_body"` IncludeBodyMaxBytes int `config:"include_body_max_bytes"` + IncludeHeaders bool `config:"include_headers"` } type checkConfig struct { @@ -96,6 +97,7 @@ var defaultConfig = Config{ Response: responseConfig{ IncludeBody: "on_error", IncludeBodyMaxBytes: 2048, + IncludeHeaders: true, }, Mode: monitors.DefaultIPSettings, Check: checkConfig{ diff --git a/heartbeat/monitors/active/http/http_test.go b/heartbeat/monitors/active/http/http_test.go index 86e55b4536c..c2a6b2c9318 100644 --- a/heartbeat/monitors/active/http/http_test.go +++ b/heartbeat/monitors/active/http/http_test.go @@ -100,7 +100,7 @@ func checkServer(t *testing.T, handlerFunc http.HandlerFunc, useUrls bool) (*htt // The minimum response is just the URL. Only to be used for unreachable server // tests. -func httpBaseChecks(urlStr string) validator.Validator { +func urlChecks(urlStr string) validator.Validator { u, _ := url.Parse(urlStr) return lookslike.MustCompile(map[string]interface{}{ "url": wrappers.URLFields(u), @@ -109,24 +109,28 @@ func httpBaseChecks(urlStr string) validator.Validator { func respondingHTTPChecks(url string, statusCode int) validator.Validator { return lookslike.Compose( - httpBaseChecks(url), - httpBodyChecks(), - lookslike.MustCompile(map[string]interface{}{ - "http": map[string]interface{}{ - "response.status_code": statusCode, - "rtt.content.us": isdef.IsDuration, - "rtt.response_header.us": isdef.IsDuration, - "rtt.total.us": isdef.IsDuration, - "rtt.validate.us": isdef.IsDuration, - "rtt.write_request.us": isdef.IsDuration, - }, - }), + minimalRespondingHTTPChecks(url, statusCode), + respondingHTTPStatusAndTimingChecks(statusCode), + respondingHTTPHeaderChecks(), ) } +func respondingHTTPStatusAndTimingChecks(statusCode int) validator.Validator { + return lookslike.MustCompile(map[string]interface{}{ + "http": map[string]interface{}{ + "response.status_code": statusCode, + "rtt.content.us": isdef.IsDuration, + "rtt.response_header.us": isdef.IsDuration, + "rtt.total.us": isdef.IsDuration, + "rtt.validate.us": isdef.IsDuration, + "rtt.write_request.us": isdef.IsDuration, + }, + }) +} + func minimalRespondingHTTPChecks(url string, statusCode int) validator.Validator { return lookslike.Compose( - httpBaseChecks(url), + urlChecks(url), httpBodyChecks(), lookslike.MustCompile(map[string]interface{}{ "http": map[string]interface{}{ @@ -151,6 +155,17 @@ func respondingHTTPBodyChecks(body string) validator.Validator { }) } +func respondingHTTPHeaderChecks() validator.Validator { + return lookslike.MustCompile(map[string]interface{}{ + "http.response.headers": map[string]interface{}{ + "Date": isdef.IsString, + "Content-Length": isdef.Optional(isdef.IsString), + "Content-Type": isdef.Optional(isdef.IsString), + "Location": isdef.Optional(isdef.IsString), + }, + }) +} + var upStatuses = []int{ // 1xx http.StatusContinue, @@ -222,43 +237,46 @@ var downStatuses = []int{ } func TestUpStatuses(t *testing.T) { - for _, status := range upStatuses { - status := status - t.Run(fmt.Sprintf("Test OK HTTP status %d", status), func(t *testing.T) { - server, event := checkServer(t, hbtest.HelloWorldHandler(status), false) + for _, useURLs := range []bool{true, false} { + for _, status := range upStatuses { + status := status - testslike.Test( - t, - lookslike.Strict(lookslike.Compose( - hbtest.BaseChecks("127.0.0.1", "up", "http"), - hbtest.RespondingTCPChecks(), - hbtest.SummaryChecks(1, 0), - respondingHTTPChecks(server.URL, status), - )), - event.Fields, - ) - }) + field := "hosts" + if useURLs { + field = "urls" + } + + testName := fmt.Sprintf("Test OK HTTP status %d using %s config field", status, field) + t.Run(testName, func(t *testing.T) { + server, event := checkServer(t, hbtest.HelloWorldHandler(status), useURLs) + + testslike.Test( + t, + lookslike.Strict(lookslike.Compose( + hbtest.BaseChecks("127.0.0.1", "up", "http"), + hbtest.RespondingTCPChecks(), + hbtest.SummaryChecks(1, 0), + respondingHTTPChecks(server.URL, status), + )), + event.Fields, + ) + }) + } } } -func TestUpStatusesWithUrlsConfig(t *testing.T) { - for _, status := range upStatuses { - status := status - t.Run(fmt.Sprintf("Test OK HTTP status %d", status), func(t *testing.T) { - server, event := checkServer(t, hbtest.HelloWorldHandler(status), true) - - testslike.Test( - t, - lookslike.Strict(lookslike.Compose( - hbtest.BaseChecks("127.0.0.1", "up", "http"), - hbtest.RespondingTCPChecks(), - hbtest.SummaryChecks(1, 0), - respondingHTTPChecks(server.URL, status), - )), - event.Fields, - ) - }) - } +func TestHeadersDisabled(t *testing.T) { + server, event := checkServer(t, hbtest.HelloWorldHandler(200), false) + testslike.Test( + t, + lookslike.Strict(lookslike.Compose( + hbtest.BaseChecks("127.0.0.1", "up", "http"), + hbtest.RespondingTCPChecks(), + hbtest.SummaryChecks(1, 0), + respondingHTTPChecks(server.URL, 200), + )), + event.Fields, + ) } func TestDownStatuses(t *testing.T) { @@ -444,7 +462,7 @@ func TestConnRefusedJob(t *testing.T) { hbtest.BaseChecks(ip, "down", "http"), hbtest.SummaryChecks(0, 1), hbtest.ErrorChecks(url, "io"), - httpBaseChecks(url), + urlChecks(url), )), event.Fields, ) @@ -466,7 +484,7 @@ func TestUnreachableJob(t *testing.T) { hbtest.BaseChecks(ip, "down", "http"), hbtest.SummaryChecks(0, 1), hbtest.ErrorChecks(url, "io"), - httpBaseChecks(url), + urlChecks(url), )), event.Fields, ) @@ -511,7 +529,11 @@ func TestRedirect(t *testing.T) { hbtest.BaseChecks("", "up", "http"), hbtest.SummaryChecks(1, 0), minimalRespondingHTTPChecks(testURL, 200), + respondingHTTPHeaderChecks(), lookslike.MustCompile(map[string]interface{}{ + // For redirects that are followed we shouldn't record this header because there's no sensible + // value + "http.response.headers.Location": isdef.KeyMissing, "http.response.redirects": []string{ server.URL + redirectingPaths["/redirect_one"], server.URL + redirectingPaths["/redirect_two"], @@ -523,6 +545,44 @@ func TestRedirect(t *testing.T) { } } +func TestNoHeaders(t *testing.T) { + server := httptest.NewServer(hbtest.HelloWorldHandler(200)) + defer server.Close() + + configSrc := map[string]interface{}{ + "urls": server.URL, + "response.include_headers": false, + } + + config, err := common.NewConfigFrom(configSrc) + require.NoError(t, err) + + jobs, _, err := create("http", config) + require.NoError(t, err) + + sched, _ := schedule.Parse("@every 1s") + job := wrappers.WrapCommon(jobs, "test", "", "http", sched, time.Duration(0))[0] + + event := &beat.Event{} + _, err = job(event) + require.NoError(t, err) + + testslike.Test( + t, + lookslike.Strict(lookslike.Compose( + hbtest.BaseChecks("127.0.0.1", "up", "http"), + hbtest.SummaryChecks(1, 0), + hbtest.RespondingTCPChecks(), + respondingHTTPStatusAndTimingChecks(200), + minimalRespondingHTTPChecks(server.URL, 200), + lookslike.MustCompile(map[string]interface{}{ + "http.response.headers": isdef.KeyMissing, + }), + )), + event.Fields, + ) +} + func TestNewRoundTripper(t *testing.T) { configs := map[string]Config{ "Plain": {Timeout: time.Second}, diff --git a/heartbeat/monitors/active/http/task.go b/heartbeat/monitors/active/http/task.go index e3d5915c92d..305c7f044af 100644 --- a/heartbeat/monitors/active/http/task.go +++ b/heartbeat/monitors/active/http/task.go @@ -256,6 +256,18 @@ func execPing( "body": bodyFields, } + if responseConfig.IncludeHeaders { + headerFields := common.MapStr{} + for canonicalHeaderKey, vals := range resp.Header { + if len(vals) > 1 { + headerFields[canonicalHeaderKey] = vals + } else { + headerFields[canonicalHeaderKey] = vals[0] + } + } + responseFields["headers"] = headerFields + } + httpFields := common.MapStr{"response": responseFields} eventext.MergeEventFields(event, common.MapStr{"http": httpFields})