From 733166fbd7afea12b34c71416c972206fa8c32c0 Mon Sep 17 00:00:00 2001 From: Jerome Petazzoni Date: Thu, 21 Oct 2021 21:42:36 +0200 Subject: [PATCH] =?UTF-8?q?=F0=9F=96=BC=EF=B8=8F=20Add=20lots=20of=20diagr?= =?UTF-8?q?ams=20for=20Kubernetes=20services?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit draw.io is awesome ♥ --- .../images/kubernetes-services/CIP-both.png | Bin 0 -> 179628 bytes .../kubernetes-services/CIP-by-addr.png | Bin 0 -> 155702 bytes .../kubernetes-services/CIP-by-name.png | Bin 0 -> 174650 bytes .../kubernetes-services/ING-nolocal.png | Bin 0 -> 385465 bytes .../images/kubernetes-services/ING-path.png | Bin 0 -> 378950 bytes .../images/kubernetes-services/ING-policy.png | Bin 0 -> 383663 bytes slides/images/kubernetes-services/ING.png | Bin 0 -> 357246 bytes slides/images/kubernetes-services/LB-both.png | Bin 0 -> 273459 bytes .../kubernetes-services/LB-external.png | Bin 0 -> 225169 bytes .../kubernetes-services/LB-internal.png | Bin 0 -> 240885 bytes .../images/kubernetes-services/NP-how-1.png | Bin 0 -> 185683 bytes .../images/kubernetes-services/NP-how-2.png | Bin 0 -> 199744 bytes .../images/kubernetes-services/NP-how-3.png | Bin 0 -> 254105 bytes .../images/kubernetes-services/NP-how-4.png | Bin 0 -> 262841 bytes .../images/kubernetes-services/NP-how-5.png | Bin 0 -> 282104 bytes slides/images/kubernetes-services/NP-only.png | Bin 0 -> 259202 bytes slides/images/kubernetes-services/NP-why.png | Bin 0 -> 228598 bytes slides/images/kubernetes-services/README.md | 11 ++ .../kubernetes-services.drawio | 1 + slides/k8s/kubectlexpose.md | 148 ++++++++++++------ 20 files changed, 114 insertions(+), 46 deletions(-) create mode 100644 slides/images/kubernetes-services/CIP-both.png create mode 100644 slides/images/kubernetes-services/CIP-by-addr.png create mode 100644 slides/images/kubernetes-services/CIP-by-name.png create mode 100644 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a/slides/images/kubernetes-services/README.md b/slides/images/kubernetes-services/README.md new file mode 100644 index 00000000..c1c555ef --- /dev/null +++ b/slides/images/kubernetes-services/README.md @@ -0,0 +1,11 @@ +All the diagrams in this directory have been made with draw.io. + +The source diagram (the `.drawio` file) should be kept in this directory. + +To regenerate a diagram: + +- open the source diagram +- menu File / Export As / Advanced... +- change DPI to "200dpi" +- change "Border Width" to 50 +- export, download the resulting PNG image diff --git a/slides/images/kubernetes-services/kubernetes-services.drawio b/slides/images/kubernetes-services/kubernetes-services.drawio new file mode 100644 index 00000000..b5bde8f3 --- /dev/null +++ b/slides/images/kubernetes-services/kubernetes-services.drawio @@ -0,0 +1 @@ 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z+OFp+sJnRp4lT1P36fH7B0//B3m6Wq1QFA3xNHaXrjMmT6HG0zov8X487b+U8HPxNGHfMueDpx88vSZPXVd7xBC8O0/9C2LRt+b3W2nxINDS4hclxd810m39oke943rJ+4MuqsLXch3Q2cFsJ3YeO7L1xwlsge+bnpYmdYDJA8bm410W6wYeNJHn1N3oMabGsCtFvjzC9rTpwGMhuf5w4sCjjatFvwPv1syREUyNwDbmC2Pqi3ewdE+hXihvMfvUt8BPTw0OnW/d39q0COmN+kYU6AITDvxgach3W+f7bl5sfoha7nHze15r/hc=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 \ No newline at end of file diff --git a/slides/k8s/kubectlexpose.md b/slides/k8s/kubectlexpose.md index 35b0538d..7d058a56 100644 --- a/slides/k8s/kubectlexpose.md +++ b/slides/k8s/kubectlexpose.md @@ -90,6 +90,21 @@ --- +class: pic +![](images/kubernetes-services/CIP-by-addr.png) + +--- + +class: pic +![](images/kubernetes-services/CIP-by-name.png) + +--- + +class: pic +![](images/kubernetes-services/CIP-both.png) + +--- + ## `LoadBalancer` - An external load balancer is allocated for the service @@ -109,6 +124,56 @@ --- +class: pic +![](images/kubernetes-services/LB-internal.png) + +--- + +class: pic +![](images/kubernetes-services/LB-external.png) + +--- + +class: pic +![](images/kubernetes-services/LB-both.png) + +--- + +class: pic +![](images/kubernetes-services/NP-why.png) + +--- + +class: pic +![](images/kubernetes-services/NP-how-1.png) + +--- + +class: pic +![](images/kubernetes-services/NP-how-2.png) + +--- + +class: pic +![](images/kubernetes-services/NP-how-3.png) + +--- + +class: pic +![](images/kubernetes-services/NP-how-4.png) + +--- + +class: pic +![](images/kubernetes-services/NP-how-5.png) + +--- + +class: pic +![](images/kubernetes-services/NP-only.png) + +--- + ## `NodePort` - A port number is allocated for the service @@ -137,37 +202,13 @@ ... we wouldn't be able to tell the backends from each other! -- We are going to use `jpetazzo/httpenv`, a tiny HTTP server written in Go +- We are going to use `jpetazzo/color`, a tiny HTTP server written in Go -- `jpetazzo/httpenv` listens on port 8888 +- `jpetazzo/color` listens on port 80 -- It serves its environment variables in JSON format +- It serves a page showing the pod's name -- The environment variables will include `HOSTNAME`, which will be the pod name - - (and therefore, will be different on each backend) - ---- - -class: extra-details - -## Supporting other CPU architectures - -- The `jpetazzo/httpenv` image is currently only available for `x86_64` - - (the "classic" Intel 64 bits architecture found on most PCs and Macs) - -- That image won't work on other architectures - - (e.g. Raspberry Pi or other ARM-based machines) - -- Note that Docker supports [multi-arch](https://www.docker.com/blog/multi-arch-build-and-images-the-simple-way/) images - - (so *technically* we could make it work across multiple architectures) - -- If you want to build `httpenv` for your own platform, here is the source: - - https://github.com/jpetazzo/httpenv + (this will be useful when checking load balancing behavior) --- @@ -191,12 +232,12 @@ class: extra-details - Create a deployment for this very lightweight HTTP server: ```bash - kubectl create deployment httpenv --image=jpetazzo/httpenv + kubectl create deployment blue --image=jpetazzo/color ``` - Scale it to 10 replicas: ```bash - kubectl scale deployment httpenv --replicas=10 + kubectl scale deployment blue --replicas=10 ``` ] @@ -211,7 +252,7 @@ class: extra-details - Expose the HTTP port of our server: ```bash - kubectl expose deployment httpenv --port 8888 + kubectl expose deployment blue --port=80 ``` - Look up which IP address was allocated: @@ -247,23 +288,18 @@ class: extra-details - Let's obtain the IP address that was allocated for our service, *programmatically:* ```bash - IP=$(kubectl get svc httpenv -o go-template --template '{{ .spec.clusterIP }}') + IP=$(kubectl get svc blue -o go-template --template '{{ .spec.clusterIP }}') ``` - Send a few requests: ```bash - curl http://$IP:8888/ - ``` - -- Too much output? Filter it with `jq`: - ```bash - curl -s http://$IP:8888/ | jq .HOSTNAME + curl http://$IP:80/ ``` ] @@ -365,9 +401,9 @@ class: extra-details .exercise[ -- Check the endpoints that Kubernetes has associated with our `httpenv` service: +- Check the endpoints that Kubernetes has associated with our `blue` service: ```bash - kubectl describe service httpenv + kubectl describe service blue ``` ] @@ -389,15 +425,15 @@ class: extra-details - If we want to see the full list, we can use one of the following commands: ```bash - kubectl describe endpoints httpenv - kubectl get endpoints httpenv -o yaml + kubectl describe endpoints blue + kubectl get endpoints blue -o yaml ``` - These commands will show us a list of IP addresses - These IP addresses should match the addresses of the corresponding pods: ```bash - kubectl get pods -l app=httpenv -o wide + kubectl get pods -l app=blue -o wide ``` --- @@ -438,9 +474,9 @@ class: extra-details IP=$(kubectl -n kube-system get svc kube-dns -o jsonpath={.spec.clusterIP}) ``` -- Resolve the cluster IP for the `httpenv` service: +- Resolve the cluster IP for the `blue` service: ```bash - host httpenv.default.svc.cluster.local $IP + host blue.default.svc.cluster.local $IP ``` ] @@ -461,6 +497,26 @@ class: extra-details - They require an *Ingress Controller* to function +--- + +class: pic +![](images/kubernetes-services/ING.png) + +--- + +class: pic +![](images/kubernetes-services/ING-path.png) + +--- + +class: pic +![](images/kubernetes-services/ING-policy.png) + +--- + +class: pic +![](images/kubernetes-services/ING-nolocal.png) + ??? :EN:- Service discovery and load balancing

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