| Users / Requests | Number of Nodes | Data Distribution | Node Changes Impact | Load Balancing |
|---|---|---|---|---|
| 100 users | 3-5 nodes | Simple hashing works, consistent hashing optional | Minimal impact, rehashing simple | Basic round-robin or hashing |
| 10K users | 10-50 nodes | Consistent hashing reduces data movement on node changes | Small portion of keys remapped | Virtual nodes improve balance |
| 1M users | 100-500 nodes | Data distribution critical, consistent hashing essential | Node failure causes minimal remapping (~1/n keys) | Use virtual nodes and replication |
| 100M users | 1000+ nodes | Highly dynamic cluster, consistent hashing with replication and multi-ring | Efficient scaling, minimal data movement | Advanced load balancing, monitoring, and auto-scaling |
Consistent hashing in HLD - Scalability & System Analysis
At small scale, the first bottleneck is uneven data distribution causing some nodes to be overloaded.
As the system grows, the bottleneck shifts to the cost of rehashing and data movement when nodes join or leave.
Without consistent hashing, large-scale systems suffer from massive data reshuffling, causing downtime and performance drops.
- Consistent Hashing: Minimizes data movement by mapping keys and nodes on a hash ring.
- Virtual Nodes: Each physical node hosts multiple virtual nodes to improve load balance.
- Replication: Store copies of data on multiple nodes for fault tolerance and read scalability.
- Multi-Ring Hashing: Use multiple hash rings for different data types or regions to isolate impact.
- Auto-Scaling: Dynamically add or remove nodes with minimal disruption.
- Monitoring & Load Balancing: Track node load and redistribute virtual nodes if imbalance occurs.
Assuming 1M keys and 100 nodes:
- Each node handles ~10,000 keys.
- Adding/removing a node remaps ~1% of keys (~10,000 keys).
- Requests per second (RPS): If total RPS is 100,000, each node handles ~1,000 RPS.
- Network bandwidth per node depends on key size and replication factor; e.g., 1 KB per key * 1,000 RPS = ~1 MB/s.
- Storage scales linearly with keys per node.
Start by explaining the problem of data distribution and node churn in distributed systems.
Describe how consistent hashing solves these by minimizing data movement.
Discuss virtual nodes and replication to improve balance and fault tolerance.
Use examples with increasing scale to show how the system adapts.
Highlight trade-offs and monitoring needs.
Your database handles 1000 QPS. Traffic grows 10x. What do you do first?
Answer: Add more nodes and use consistent hashing to redistribute keys with minimal data movement, ensuring no single node is overloaded.
Practice
Solution
Step 1: Understand consistent hashing purpose
Consistent hashing is designed to reduce the amount of data that needs to be moved when servers join or leave the system.Step 2: Compare options with consistent hashing benefits
Only It minimizes data movement when servers are added or removed correctly states this key advantage. Other options are incorrect or unrelated.Final Answer:
It minimizes data movement when servers are added or removed -> Option DQuick Check:
Minimize data movement = D [OK]
- Thinking consistent hashing balances data perfectly
- Assuming no hashing function is needed
- Believing data is stored on only one server
Solution
Step 1: Recall consistent hashing implementation details
Consistent hashing uses a circular ring and assigns multiple virtual nodes per server to balance load.Step 2: Evaluate each option
Assign each server multiple points on the hash ring (virtual nodes) correctly describes virtual nodes. Options A, C, and D contradict consistent hashing principles.Final Answer:
Assign each server multiple points on the hash ring (virtual nodes) -> Option AQuick Check:
Virtual nodes = B [OK]
- Ignoring virtual nodes and using single points
- Using linear lists instead of circular rings
- Skipping hashing of servers
Solution
Step 1: Understand consistent hashing key assignment
Data is assigned to the next server clockwise on the ring after the key's hash.Step 2: Find the next server after hash 35
Servers are at 10, 30, and 50. After 35 clockwise is 50.Final Answer:
Server at 50 -> Option AQuick Check:
Next clockwise server after 35 = 50 [OK]
- Assigning data to previous server instead of next
- Choosing server at 30 because it's closest numerically
- Assuming server at 35 exists
Solution
Step 1: Analyze the problem of data movement on server addition
If almost all data moves to the new server, it means the new server's position dominates the ring.Step 2: Identify cause related to server distribution
This happens if the hash function places servers unevenly, clustering many keys near the new server.Final Answer:
The hash function is not distributing servers evenly on the ring -> Option CQuick Check:
Uneven server distribution = A [OK]
- Blaming virtual nodes count without checking hash function
- Ignoring hashing of data keys
- Confusing ring structure with linear list
Solution
Step 1: Understand fault tolerance in consistent hashing
To handle failures, data should be replicated to multiple servers to avoid data loss.Step 2: Identify best practice for replication
Using virtual nodes improves load balance, and replicating data on next N servers clockwise ensures availability.Final Answer:
Use virtual nodes and replicate data on the next N servers clockwise -> Option BQuick Check:
Replication + virtual nodes = A [OK]
- Not replicating data causing data loss on failure
- Avoiding virtual nodes and causing imbalance
- Randomly hashing keys each time causing inconsistency
Ready to prove it?
Pass the test and this pattern moves unknown
