This is summury of some key concepts in K8s:
K8S contains two properties: Worker node & Master node (Control plane)
Node can contain multiple Pods, Pod can contain multiple containers
Kubectl – kubectl is the command-line interface (CLI) tool for working with a Kubernetes cluster
Minikube – minikube is known as as “Local Kubernetes engine“, minikube runs a single-node Kubernetes cluster on your personal computer (including Windows, macOS and Linux PCs) so that you can try out Kubernetes, or for daily development work
Kubeadm – Kubeadm is a tool use to built Kubernetes clusters
Kubelet– Kubelet is the technology that applies, creates, updates, and destroys containers on a Kubernetes node.
Resources type in K8s: job, service, deployment, config map, pod, secret, statefulset, role, name sapce, ingress,....
K8S comunicates with containers through CRI - Container runtime interface (standard by OCI). Two most types CRI common:
+ containerd: is kinds of container run time begin from docker
+ cri-o: develped by Redhad
Containerd architecture:
![](data:image/png;base64,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)
Workload: Workloads are the applications or services that you deploy and manage using Kubernetes, workload contains multiple pods.
Key Kubernetes objects arranged in a workload node:
Common workload types in K8S:
- Pods: The smallest deployable units in Kubernetes. A pod can contain one or more containers that share the same network namespace and storage volumes. Pods are often used to encapsulate tightly coupled application components.
- Deployments: A higher-level abstraction that manages the scaling and rolling updates of replicated pods. Deployments ensure that a specified number of replicas (identical instances) of a pod are running at all times, allowing for easy management and scalability.
- StatefulSets: Used for managing stateful applications that require stable network identities and storage. Each pod in a StatefulSet has a unique identity, and they are created and scaled in a controlled order.
- DaemonSets: Ensures that a copy of a pod is running on each node in the cluster. This is often used for cluster-level services such as log collection or monitoring agents.
- Jobs: : Used for running short-lived, batch-like tasks. Jobs create one or more pods to complete a task and then terminate the pods when the task is completed.
- CronJobs: A time-based job scheduler. CronJobs allow you to create and manage jobs that run on a scheduled basis, similar to the UNIX cron utility.
- ReplicaSets: A lower-level abstraction that ensures a specified number of replicas of a pod are running at all times. Deployments are built on top of ReplicaSets and provide additional features like rolling updates and scaling.
Storage in Kubernetes (often abbreviated as K8s) refers to the mechanisms and components used to manage persistent data storage for applications running in Kubernetes clusters. Kubernetes provides various options for managing storage that cater to different use cases and requirements. Here are some key concepts and components related to storage in Kubernetes:
- Volumes: Volumes are the basic unit of storage in Kubernetes. They represent a directory accessible to containers within a pod. Kubernetes supports several types of volumes, such as EmptyDir (temporary storage), HostPath (using the host filesystem), and various cloud provider-specific volumes.
- Persistent Volumes (PVs) and Persistent Volume Claims (PVCs): PVs are cluster-wide storage resources provisioned by an administrator. They represent physical storage such as network-attached storage (NAS) or cloud-based storage. PVCs are used by users (developers) to request a specific amount and type of storage. A PVC can request a specific amount of storage from a PV and then be attached to a pod, allowing the pod to access the persistent data.
Storage Classes: Storage Classes are used to dynamically provision Persistent Volumes based on the user's storage requirements. Each Storage Class defines the parameters for creating PVs, such as the type of storage, provisioner, and other attributes. This allows for a more dynamic and flexible storage provisioning process.
- Dynamic Provisioning: Kubernetes supports dynamic provisioning of storage, where a PVC can automatically create and bind to a PV without requiring manual intervention from the cluster administrator. This is facilitated by Storage Classes.
- StatefulSets: StatefulSets are a type of workload in Kubernetes designed for managing stateful applications that require stable and unique network identities, persistent storage, and ordered deployment/scaling.
- CSI (Container Storage Interface): The Container Storage Interface is a standard for exposing storage systems to containerized workloads in Kubernetes. It enables storage providers to develop plugins that seamlessly integrate with Kubernetes, allowing users to choose from a variety of storage solutions.
- Volume Plugins: Kubernetes supports various volume plugins that allow integration with different storage backends, including NFS, iSCSI, AWS EBS, Azure Disk, and more. These plugins enable pods to access different types of external storage.
- Stateful Workloads: For stateful applications like databases, Kubernetes provides mechanisms like StatefulSets and Operators to manage the deployment, scaling, and lifecycle of these applications, including their associated storage.
- CSI Drivers: CSI drivers are components that implement the Container Storage Interface and allow Kubernetes to communicate with various storage systems. These drivers enable the integration of external storage providers into Kubernetes.
etcd is a distributed key-value store that is widely used as the primary data store for Kubernetes (K8s). It serves as the backbone of Kubernetes' control plane, storing configuration data, state information, and other critical data that the Kubernetes cluster needs to function.
Here's how etcd is used in Kubernetes:
- Cluster State Storage: Kubernetes uses etcd to store the entire state of the cluster. This includes information about nodes, pods, services, configurations, secrets, and more. This allows Kubernetes to maintain high availability and recover from failures.
- Configuration and Metadata: All configuration data and metadata that define the desired state of the cluster are stored in etcd. When you create or update resources (such as deployments, services, or pods), the API server writes the changes to etcd, which then serves as the single source of truth for the cluster's state.
- Consistency and Consensus: etcd employs a consensus algorithm (Raft) to ensure that data consistency is maintained across the distributed cluster. This means that changes are only considered valid if they are replicated and agreed upon by a majority of etcd nodes.
- High Availability: To ensure resilience, etcd can be run in a highly available configuration, with multiple etcd instances distributed across different nodes in the cluster. This minimizes the risk of data loss in case of node failures.
- Backup and Restore: Regularly backing up etcd data is crucial to recover from disasters or data corruption. Kubernetes administrators often perform routine backups of the etcd data to ensure data integrity.
- Security: As a critical component of the cluster, etcd must be secured. Access controls, encryption, and network segmentation are used to protect the etcd cluster from unauthorized access.
Prometheus is an open-source systems monitoring and alerting toolkit originally developed by SoundCloud. It is widely used to monitor and collect metrics from various components of software systems, helping operators gain insights into the performance, health, and behavior of their applications.
Key features of Prometheus include:
- Multi-dimensional Data Model: Prometheus employs a flexible data model based on key-value pairs, allowing users to represent data with various dimensions. This facilitates effective monitoring and querying.
- PromQL: Prometheus Query Language (PromQL) enables users to query collected data for analytics and alerting purposes. PromQL supports various aggregation, filtering, and transformation functions.
- Time Series Collection: Prometheus continuously scrapes data from configured targets using a pull model. Targets can be various endpoints like HTTP, exporters, or other Prometheus instances.
- Data Storage: Collected data is stored in a time-series database with efficient and compressed storage mechanisms. Prometheus uses its storage format, which is optimized for time-based data.
- Alerting: Prometheus allows users to define custom alerting rules based on collected metrics. When a rule condition is met, an alert is triggered, and notifications can be sent to specified channels.
- Visualization: Although Prometheus itself does not provide native visualization tools, it can be integrated with various visualization and dashboarding tools like Grafana.
- Service Discovery: Prometheus has built-in support for service discovery, making it easier to dynamically discover and monitor new instances of services as they come online.
- Exporters: Prometheus can be extended using exporters, which are specialized agents that expose metrics from various systems and applications. Many third-party exporters are available for popular services like databases, web servers, and more.
- Scalability: Prometheus is designed to be horizontally scalable and can be configured to work in a federated mode, allowing multiple Prometheus instances to share data and queries.
Prometheus is often used as part of a larger monitoring and observability ecosystem alongside other tools like Grafana, which provides powerful visualization capabilities, and Alertmanager, which handles alert notifications. The combination of these tools can help operators maintain a clear understanding of their systems' health and performance.
As with any open-source project, it's advisable to refer to the official documentation and community resources for the most up-to-date and accurate information. You can find more information about Prometheus on its official website: https://prometheus.io/
Grafana is an open-source platform used for monitoring and observability. It allows you to visualize, analyze, and understand various metrics and data from different sources in real-time. Grafana supports a wide range of data sources, including databases, cloud services, and various monitoring systems. Some key features of Grafana include:
![](https://blogger.googleusercontent.com/img/a/AVvXsEi0s59mJEjTEAlZk2ofarGGozSNOtOvRnVho2cc1QA4L_d-XWLjQm-Nld-eiX502L-9JFOdmyQW2BFxhN3jRKyrXpF1Nto1oXBk7kgQIsPTzuuJ1i5VX6w_Rkxl_uzNq0LvFqXvUtBSCr9Gkby41GP7xz-eDTdq-DK5HfXolIf67lxEVzD6ZW5ufzM9X-E=w166-h132)
- Data Visualization: Grafana provides a flexible and customizable dashboarding system where you can create interactive visualizations such as graphs, charts, and tables to represent your data.
- Data Source Integration: Grafana supports integration with numerous data sources, including popular time-series databases like InfluxDB, Prometheus, Graphite, and Elasticsearch, as well as cloud platforms like AWS CloudWatch and Google Cloud Monitoring.
- Alerting: You can set up alerting rules in Grafana to notify you when certain conditions are met or thresholds are exceeded. This helps in proactive monitoring and quick response to issues.
- Templating: Grafana allows you to create dynamic dashboards by using variables that can be changed at runtime. This is useful for creating more interactive and flexible dashboards.
- Plugins and Extensions: Grafana supports a rich ecosystem of plugins and extensions that enable additional features and integrations. These plugins can extend the functionality and allow you to create custom visualizations or data source connectors.
Community and Support: Grafana has a strong community of users and contributors, which means you can find a wealth of resources, tutorials, and documentation to help you get started and solve issues.
References:
https://kubernetes.io/docs/concepts/overview/components/
https://azuredays.com/2020/12/09/understanding-kubernetes-workload-objects/