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Consistent Hashing

Maps keys and nodes onto a ring so membership changes move relatively few keys

Algorithm

Why learn Consistent Hashing?

It supports elastic distributed caches and partitions

The problem it solves

It reduces reshuffling when storage nodes join or leave

Where it came from

Consistent Hashing is a algorithm that maps keys and nodes onto a ring so membership changes move relatively few keys. Its guarantees and tradeoffs depend on the concrete implementation and operating context.

Build your understanding

Work through these exercises in order. Try the task before opening a reference.

  1. Define Consistent Hashing and distinguish it from a neighboring concept.
  2. Choose a realistic task where Consistent Hashing is appropriate.
  3. Identify a failure mode caused by misusing Consistent Hashing.
  4. Interpret a small design or result involving Consistent Hashing.
  5. Explain one tradeoff or limitation of Consistent Hashing.

Documentation and sources

Connect the ideas

Explore next

Hash TableData Sharding

Real World Example

Illustrative business scenario · AI-generated from linked documentation · Not a measured customer case study

Dynamic Cache Scaling for Global Content Delivery

A global media streaming platform that caches video fragments across distributed edge servers.

The business problem

When the number of edge servers changes, traditional modulo-based hashing causes a massive remapping of keys, resulting in cache misses that overwhelm the origin server during scaling events.

How this topic solves it

Consistent hashing maps both keys and nodes onto a logical ring using a hash function. By assigning each node to multiple points on the ring, the system ensures that when a node is added or removed, only the keys in the immediate neighborhood of that node need to be remapped, rather than the entire dataset.

  1. Map all available edge server nodes to multiple positions on a circular hash ring.
  2. Hash each incoming content request key to a specific point on the same ring.
  3. Traverse the ring clockwise from the key's position to find the first encountered node.
  4. Route the request to that identified node for cache retrieval.
  5. Update only the affected segments of the ring when a node joins or leaves the cluster.
Consistent Hashing Ring Topology · Process flow

Shows how keys are mapped to the nearest clockwise node on a ring.

Hash Ring

Logical circular space 0 to 2^n-1

Node A

Physical server at position X

Node B

Physical server at position Y

Content Key

Request hash at position Z

  • Content Key → maps to nearest clockwise → Node A
  • Node A → ring progression → Node B

Expected business outcome

The platform achieves stable cache hit ratios during infrastructure scaling, preventing origin server overload.

Limitations and checks

The primary trade-off is the potential for non-uniform distribution of keys across nodes, which can lead to hotspots; this is checked by monitoring the load variance across nodes and increasing the number of virtual nodes per physical server to improve balance.

Sources

Generated 2026-10-18 with gemini-3.1-flash-lite. Your assessment includes two questions about this example.

Catalog source: technology-maxxing. This page reproduces the existing catalog’s learning material and source links.