diff --git a/admin/kubezero.sh b/admin/kubezero.sh index 7a3fc9f5..a8efbde4 100755 --- a/admin/kubezero.sh +++ b/admin/kubezero.sh @@ -60,8 +60,7 @@ render_kubeadm() { cat ${WORKDIR}/kubeadm/templates/${f}Configuration.yaml >> ${HOSTFS}/etc/kubernetes/kubeadm.yaml done - # skip InitConfig during upgrade - if [ "$phase" != "upgrade" ]; then + if [[ "$phase" =~ ^(bootstrap|restore)$ ]]; then cat ${WORKDIR}/kubeadm/templates/InitConfiguration.yaml >> ${HOSTFS}/etc/kubernetes/kubeadm.yaml fi @@ -166,8 +165,9 @@ kubeadm_upgrade() { # update argo app export kubezero_chart_version=$(yq .version $CHARTS/kubezero/Chart.yaml) kubectl get application kubezero -n argocd -o yaml | \ - yq '.spec.source.helm.valuesObject |= load("/tmp/kubezero/new-kubezero-values.yaml") | .spec.source.targetRevision = strenv(kubezero_chart_version)' | \ - kubectl apply --server-side --force-conflicts -f - + yq '.spec.source.helm.valuesObject |= load("/tmp/kubezero/new-kubezero-values.yaml") | .spec.source.targetRevision = strenv(kubezero_chart_version)' \ + > $WORKDIR/new-argocd-app.yaml + kubectl apply --server-side --force-conflicts -f $WORKDIR/new-argocd-app.yaml # finally remove annotation to allow argo to sync again kubectl patch app kubezero -n argocd --type json -p='[{"op": "remove", "path": "/metadata/annotations"}]' || true @@ -288,7 +288,8 @@ control_plane_node() { yq eval -i '.etcd.state = "existing" | .etcd.initialCluster = strenv(ETCD_INITIAL_CLUSTER) ' ${HOSTFS}/etc/kubernetes/kubeadm-values.yaml - render_kubeadm join + + render_kubeadm $CMD fi # Generate our custom etcd yaml @@ -315,9 +316,11 @@ control_plane_node() { fi fi + _kubeadm init phase upload-config all + if [[ "$CMD" =~ ^(bootstrap|restore)$ ]]; then - _kubeadm init phase upload-config all - _kubeadm init phase upload-certs --skip-certificate-key-print + # we share certs via the control plane backup + #_kubeadm init phase upload-certs --skip-certificate-key-print # This sets up the ClusterRoleBindings to allow bootstrap nodes to create CSRs etc. _kubeadm init phase bootstrap-token --skip-token-print diff --git a/charts/kubezero-network/templates/cilium-grafana-dashboards.yaml b/charts/kubezero-network/templates/cilium-grafana-dashboards.yaml index e7e753e4..2a7497e3 100644 --- a/charts/kubezero-network/templates/cilium-grafana-dashboards.yaml +++ b/charts/kubezero-network/templates/cilium-grafana-dashboards.yaml @@ -13,5 +13,5 @@ binaryData: cilium-agents.json.gz: 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 cilium-operator.json.gz: - H4sIAAAAAAAC/+2cX2/bNhDA3/spCBUYkiHDLDdJgwF7cNO0C9C0RpJ2A9pAoCVKJkKJGkk5cQ1/95HUP8qSndStEy/liy0dKfJ4dyR/IiXNngHgeB5O0kxw5w/wWZ4DMNO/MiWBMZJS5/WFNzz/cHZy+dfJxwtnr0wmcISISk8ZjZEYo4zXiQHiPsOpwDRRWeoEMU11oQEUkNOM+ahOS0kW4eQ0WFZonv6+UGtY59AZ5vL3SuV1YJJQAVXdqlV5exyCuajaWLdSpowyTMSp0tPdq6WGgs3KjDwogSOi0gXLkCEf46BDin2aHFNCmSqQRSO409sDfdeVPwcHe8DdNYsujT+o2wJ+AQOCmGioUNuTj0cUssAp0ub6/0r+zrVRUIDFgrZOlCChzZ1khOQSBtPxJaVE4FTKe1qIVZYjfUhwcq1DJbd0ChNEOkIHEgy5bmvtgTxhEiltn/thCMOw0rVy8QjqK0JIOKqDSbbtHUoiMVY+6jXkqCv7HZ5zQoxIcEyTEEdN9QIUwoyIptJS7mdc0FhJ55V4bniBThBj0um5aVqtCjEhpTUrwVsGA4wS0UiIZClDumA01ewDo7YbZYa+Ibg1y5DnU3Xe0kJGZYCSC8Rwh9G0j/v7de9GEUqCLuc1rtO2YSxvxmJKDG+7pDjpkPIxvWl3GSFjn3TknkCS1Y1otVRGqU41S9PCGxzkQWRKjYDOu57sDEOKE3FGdTfWgjp4aNocWaqYe1cV1VIohT7qiuAUyShNBIxQyyGp0kCFSMZN9+fytv+kCwLEkB5bQkJFrS/XDv9gRmildyPIdadV1yu/7ZkpKlxfIUJvLqlOlx5spJf2Nr3R6CBL6rlnOcVR7SG+zJ5cQP+6ZRsuUJqiQPqnbWYBWYTECqug25QVyu5gBgXa8THBWexR6TwoKPPkVOUjzj0/zTyO5CAfcE8H7gxTr8gM0/TPL055yRdn/tmNr3Z3wWgKdlIa7IJfZTN6C1anLIaqXzkCx8jL/djMIkMBsYnuIk53yhvoCz3juE1L6+79pqqh5QqGwnwiHjh3OrQ0kRwfnrCJ1OjXbaJX9zeR7FpPOYoWB47KRMfOiu4sxgzJ8Z8ECwOxUvgN0/NuCSiV/BxFxSi8cMHFGIeifYXQ5OMcDz+Cj1yOt0AaESRqgK8zVdgzM+clyFDQnpk4ZWJh1tWTklcCGU4CPMFBJs3amg7KPJq2agVu4S1emFdGmX+dD09me9QsWsxNqskd3LiQu3t2rWbRjhlrCm9XzRV1VBVT2MJAXtwbNNVQCTR6BTlqRVKOCq3sOSu0xEZz7ux5tabyKrYFerbCf9p2u5wioy5K0vJ3aFIp3YD9wgR3U/jZ4B9PdjmJA4nwYhRTNvVGU4G4l7fPeY4OoN9DPxmfu5vk84ZgbUA/XA3oKjwG/LK4z2tFzwb5neFoLC7y+17L9o/I9o9LyQoBl5FN54izim52H49kBp/edut7D765BwI+BROtnkS6zfT6G8wk77eehJlO3y8z09J7rpMtoeXzQm+Q6w3kwCHMedoS8zrE3DGOWF7eBl72KSEw5Tp4VyBro68sBUJ3AQjrtdUlC7YHrYjSyHdogEa52H7V7qqnw8FZe5eFSXve59bAAv6d/jz61gX4wzX4/siuv28no/cfi9EbJtwYouMUxvKH50uJavRYn5juyUWzmapmPr/HsvNjItDpEAyCQFbHkQWf7wSfLQEKCz6WBjZOA63lvnVwwDCu5QHLAxtas+vcjkR+34Mp9oKM6aePqj1JnsV61/H3b7vMp1ki9IWbB4tcG1n7fA5mMzl3pzI+kFQh2H7eODnug8HwFJyqRssG6zIsd3wXdwSiDEe77GLp4wnQx8sF+ji6YynC3V8DPuyzgJY9Ns4enQsR6rEcvnlM8CXARJRNt54J3mfxCDFAQ9C0jMUBuwxhQcCCwHIQOPoRIFAvZVgSsCTwoCQAJxAT/TTbhmlAZw9lq/mWs8BzUKsKbrAYA1huT4C2tSwhWEKwhGAJYTkhuIc/BBEOLSJYRHiUjQrNCXICnCZ+/r7Ug2wyVFsM284LZ0hAFWPgXJsIfGgrbiFhLUigqd1NsIjwMz7Z2HfXQQS7n2ARYdPPNq58JkElegTHWKz7VMOqEh7pAYf/weMMPlFjEVCvkgBlQaAtiJPIEsj3EQhD/1oGsQzycz5PuRaE2J0MyyAP8g708qWKavne8xnKEULeSRofcuHZSH+Wba943fIBeCKvaD4HO/K4qH6++NLs9r2aUVoSHBeWtEBhlzSeAk5UX7KUfU51J9XqF73cNw73xyiGnxDj+cc1+we5WExJ8SVIdp3nlONu7fZig7WwmyP7+A2VGauqBIpTAjWWt76ZWX9FUodolR7mHdpJ6M1vbhn8su8VMqdxWYpl+LP64qJtXjlamRHquD2DZ16YJ25cHx8Yx6558qJnphjdsm8cu8W3Mq9KvdV4Ws9+n++sxSz40CzYrKW/b54E9fHLwNS31KVhsq9Uz0NO4c7qI1bak8VSrhzgdWqmAcdx3x73Li/3//6aSyd1mDyb/wfhH1MR8FUAAA== + 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 {{- end }}