From 44eb994cba2c442f088fdc19e1d653f36b682aa1 Mon Sep 17 00:00:00 2001 From: Grzegorz Karaluch Date: Thu, 21 Dec 2023 14:44:09 +0100 Subject: [PATCH] Remove the Prometheus scaler example (#281) --- scale-to-zero-with-keda/README.md | 109 ------------------ .../assets/scaling-scenario.drawio | 1 - .../assets/scaling-scenario.png | Bin 264923 -> 0 bytes .../k8s-resources/http-proxy-fn.yml | 38 ------ .../k8s-resources/peer-authentication.yaml | 8 -- .../k8s-resources/scalable-worker-fn.yml | 44 ------- .../src/http-proxy-fn/handler.js | 30 ----- .../src/http-proxy-fn/package.json | 7 -- .../src/scalable-worker-fn/handler.js | 15 --- .../src/scalable-worker-fn/package.json | 1 - 10 files changed, 253 deletions(-) delete mode 100644 scale-to-zero-with-keda/README.md delete mode 100644 scale-to-zero-with-keda/assets/scaling-scenario.drawio delete mode 100644 scale-to-zero-with-keda/assets/scaling-scenario.png delete mode 100644 scale-to-zero-with-keda/k8s-resources/http-proxy-fn.yml delete mode 100644 scale-to-zero-with-keda/k8s-resources/peer-authentication.yaml delete mode 100644 scale-to-zero-with-keda/k8s-resources/scalable-worker-fn.yml delete mode 100644 scale-to-zero-with-keda/src/http-proxy-fn/handler.js delete mode 100644 scale-to-zero-with-keda/src/http-proxy-fn/package.json delete mode 100644 scale-to-zero-with-keda/src/scalable-worker-fn/handler.js delete mode 100644 scale-to-zero-with-keda/src/scalable-worker-fn/package.json diff --git a/scale-to-zero-with-keda/README.md b/scale-to-zero-with-keda/README.md deleted file mode 100644 index 0a08cd77..00000000 --- a/scale-to-zero-with-keda/README.md +++ /dev/null @@ -1,109 +0,0 @@ -## Overview -This example demonstrates an event-driven approach that allows you to decouple functional parts of an application and apply consumption-based scaling. -It uses: - - Functions to deploy workloads directly from a Git repository, - - In-cluster Eventing to enable event-driven communication, - - [Keda](https://keda.sh/) to drive the Function's scaling, - - Prometheus and Istio to deliver metrics essential for scaling decisions. - -It realises the following scenario: - -![scenario](./assets/scaling-scenario.png "Scenario") - -The proxy Function receives the incoming HTTP traffic, and with every request, it publishes the payload as an in-cluster event to a particular topic. - -The second Function (the actual worker) is subscribed to the topic and processes the incoming messages. Until there are no messages published for its subscribed topic, it remains scaled to zero - there are no actual worker Pods living in the runtime. - -Keda is used to scale the worker Function. [KEDA Prometheus scaler](https://keda.sh/docs/2.8/scalers/prometheus/) is used to measure the load targeted for the worker Function and scale it accordingly (from 0 to 5 replicas). - - -## Prerequisites - -- Kyma as the target Kubernetes runtime. -- [Keda module installed](https://github.com/kyma-project/keda-manager#install-keda-manager-and-keda-from-the-latest-release) -- [Serverless module installed](https://github.com/kyma-project/serverless-manager#install) -- [Custom Prometheus stack installed](https://github.com/kyma-project/examples/blob/main/prometheus/README.md#installation) with [Istio scraping enabled](https://github.com/kyma-project/examples/blob/main/prometheus/README.md#installation) - ->> NOTE: Serverless and Prometheus are included in Kyma versions up to 2.19.x - -## Installation - -Make sure Istio sidecar injection is enabled in the target Namespace: - -```bash -kubectl label namespace default istio-injection=enabled -``` - -Edit the `k8s-resources/scalable-worker-fn.yml` and `k8s-resources/peer-authentication.yaml` files to fill in the Namespace value (Namespace where Prometheus was deployed). - -Apply the example resources from `./k8s-resources` directory: -```bash -kubectl apply -f ./k8s-resources -``` - -## Test the application - -At first the worker Function is scaled down. -When listing HPA for the Function, you will see that the current replica count is zero. - ```bash -kubectl get hpa -NAME REFERENCE TARGETS MINPODS MAXPODS REPLICAS AGE -keda-hpa-worker-fn-scaled-object Function/scalable-worker-fn /2 (avg) 1 5 0 27h - - ``` - Also, when listing Pods by Function name label, you will see only the build job's Pod. No runtime Pod is up. - ```bash -kubectl get pods -l serverless.kyma-project.io/function-name=scalable-worker-fn -w -NAME READY STATUS RESTARTS AGE -scalable-worker-fn-build-7s4rf-wjhvt 0/1 Completed 0 2m16s - ``` - -Once you generate a load (even a single request), the non-zero request rate targeting the worker Function triggers scaling up of the worker Function's runtime Pods. - - Call the HTTP proxy Function once: - - ```bash - curl -H "Content-Type: application/json" -X POST -d '{"foo":"bar"}' https://incoming.{your_cluster_domain} - ``` - -The message is pushed to the Kyma Eventing. -It takes time to scale up a Function from zero. But no message is lost as Eventing retries delivery of the message to the subscriber until a running worker Pod eventually consumes it. - -Observe worker Function scaling up from zero. You can notice it by watching Function Pods or HPA. -```bash -kubectl get pods -l serverless.kyma-project.io/function-name=scalable-worker-fn -w -NAME READY STATUS RESTARTS AGE -scalable-worker-fn-build-k94qz-ntjmn 0/1 Completed 0 32s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 Pending 0 0s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 Pending 0 0s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 Init:0/1 0 0s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 Init:0/1 0 0s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 Init:0/1 0 1s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 PodInitializing 0 2s -scalable-worker-fn-2n269-6f6d5f675-t6nwr 0/2 Running 0 7s -``` -```bash -kubectl get hpa -w -NAME REFERENCE TARGETS MINPODS MAXPODS REPLICAS AGE -keda-hpa-worker-fn-scaled-object Function/scalable-worker-fn /2 (avg) 1 5 0 27h -keda-hpa-worker-fn-scaled-object Function/scalable-worker-fn 0/2 (avg) 1 5 1 27h -``` - -Observe that the payload was eventually processed. - -Check the worker Function logs. `Processing ... {"foo":"bar"}` eventually appears: - - ```bash -kubectl logs -l serverless.kyma-project.io/function-name=scalable-worker-fn -f -> nodejs16-runtime@0.1.0 start -> node server.js - -user code loaded in 0sec 0.783514ms -Processing ... -{"foo":"bar"} - - ``` - - If the traffic stops, the worker Function is scaled down back to zero replicas (after a configurable cooldown period) - - If you generate a much higher load, for example,> 2 req/sec - as configured in the threshold value of the scaledObject, you will observe scaling up to more replicas. One replica should be added for each additional 2req/sec measured. diff --git a/scale-to-zero-with-keda/assets/scaling-scenario.drawio b/scale-to-zero-with-keda/assets/scaling-scenario.drawio deleted file mode 100644 index 91899893..00000000 --- a/scale-to-zero-with-keda/assets/scaling-scenario.drawio +++ /dev/null @@ -1 +0,0 @@ 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runtime: nodejs18 - replicas: 1 - source: - gitRepository: - url: https://github.com/kyma-project/examples.git - baseDir: /scale-to-zero-with-keda/src/http-proxy-fn - reference: main - env: - - name: eventspecversion - value: "1.0" - - name: eventsource - value: kyma - - name: eventtype - value: sap.kyma.custom.acme.payload.received.v1 ---- -apiVersion: gateway.kyma-project.io/v1beta1 -kind: APIRule -metadata: - name: http-proxy-fn -spec: - gateway: kyma-gateway.kyma-system.svc.cluster.local - host: incoming - rules: - - accessStrategies: - - handler: allow - methods: - - GET - path: /.* - service: - name: http-proxy-fn - port: 80 \ No newline at end of file diff --git a/scale-to-zero-with-keda/k8s-resources/peer-authentication.yaml b/scale-to-zero-with-keda/k8s-resources/peer-authentication.yaml deleted file mode 100644 index dbf0ac89..00000000 --- a/scale-to-zero-with-keda/k8s-resources/peer-authentication.yaml +++ /dev/null @@ -1,8 +0,0 @@ -apiVersion: security.istio.io/v1beta1 -kind: PeerAuthentication -metadata: - name: default - namespace: {prometheus-namespace} -spec: - mtls: - mode: PERMISSIVE \ No newline at end of file diff --git a/scale-to-zero-with-keda/k8s-resources/scalable-worker-fn.yml b/scale-to-zero-with-keda/k8s-resources/scalable-worker-fn.yml deleted file mode 100644 index 3c26f981..00000000 --- a/scale-to-zero-with-keda/k8s-resources/scalable-worker-fn.yml +++ /dev/null @@ -1,44 +0,0 @@ -apiVersion: serverless.kyma-project.io/v1alpha2 -kind: Function -metadata: - labels: - app.kubernetes.io/name: scalable-worker-fn - name: scalable-worker-fn -spec: - runtime: nodejs18 - source: - gitRepository: - url: https://github.com/kyma-project/examples.git - baseDir: /scale-to-zero-with-keda/src/scalable-worker-fn - reference: main ---- -apiVersion: eventing.kyma-project.io/v1alpha2 -kind: Subscription -metadata: - creationTimestamp: null - name: scalable-worker-sub -spec: - sink: http://scalable-worker-fn.default.svc.cluster.local - typeMatching: exact - types: - - sap.kyma.custom.acme.payload.received.v1 ---- -apiVersion: keda.sh/v1alpha1 -kind: ScaledObject -metadata: - name: worker-fn-scaled-object -spec: - scaleTargetRef: - apiVersion: serverless.kyma-project.io/v1alpha2 - kind: Function - name: scalable-worker-fn - minReplicaCount: 0 - maxReplicaCount: 5 - triggers: - - type: prometheus - metadata: - serverAddress: http://prometheus-operated.{prometheus-namespace}.svc.cluster.local:9090 - query: sum(rate(istio_requests_total{destination_service="scalable-worker-fn.default.svc.cluster.local",reporter="source"}[1m])) - threshold: '2' - - diff --git a/scale-to-zero-with-keda/src/http-proxy-fn/handler.js b/scale-to-zero-with-keda/src/http-proxy-fn/handler.js deleted file mode 100644 index 999dfbdf..00000000 --- a/scale-to-zero-with-keda/src/http-proxy-fn/handler.js +++ /dev/null @@ -1,30 +0,0 @@ -const { SpanStatusCode } = require("@opentelemetry/api/build/src/trace/status"); - -module.exports = { - main: async function (event, context) { - - const eventType = process.env['eventtype'] - const eventSource = process.env['eventsource'] - - const span = event.tracer.startSpan('call-to-kyma-eventing'); - - return await event.emitCloudEvent(eventType, eventSource, event.data) - .then(resp => { - console.log(resp.status); - span.addEvent("Event sent"); - span.setAttribute("event-type", eventType); - span.setAttribute("event-source", eventSource); - span.setStatus({code: SpanStatusCode.OK}); - return "Event sent: "+JSON.stringify(event.data); - }).catch(err=> { - console.error(err) - span.setStatus({ - code: SpanStatusCode.ERROR, - message: err.message, - }); - return err.message; - }).finally(()=>{ - span.end(); - }); - } -} diff --git a/scale-to-zero-with-keda/src/http-proxy-fn/package.json b/scale-to-zero-with-keda/src/http-proxy-fn/package.json deleted file mode 100644 index 9106c44b..00000000 --- a/scale-to-zero-with-keda/src/http-proxy-fn/package.json +++ /dev/null @@ -1,7 +0,0 @@ -{ - "name": "http-proxy-fn", - "version": "0.0.1", - "dependencies": { - "@opentelemetry/api": "^1.0.4" - } - } \ No newline at end of file diff --git a/scale-to-zero-with-keda/src/scalable-worker-fn/handler.js b/scale-to-zero-with-keda/src/scalable-worker-fn/handler.js deleted file mode 100644 index 94dd2c6d..00000000 --- a/scale-to-zero-with-keda/src/scalable-worker-fn/handler.js +++ /dev/null @@ -1,15 +0,0 @@ -module.exports = { - main: async function (event, context) { - return await processData(event.data); - } -} -let processData = (data)=>{ - console.log(`Processing ...`); - console.log(data); - return new Promise((resolve, reject) => { - setTimeout(() => { - resolve(`Done processing`); - }, 1000) - }); - -} \ No newline at end of file diff --git a/scale-to-zero-with-keda/src/scalable-worker-fn/package.json b/scale-to-zero-with-keda/src/scalable-worker-fn/package.json deleted file mode 100644 index 9e26dfee..00000000 --- a/scale-to-zero-with-keda/src/scalable-worker-fn/package.json +++ /dev/null @@ -1 +0,0 @@ -{} \ No newline at end of file