Normal Accidents
Type: Cognitive Bias / Systems
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Definition
Complex systems fail inevitably β accidents are normal, not exceptional. Tight coupling + interactive complexity = inevitable failures.
Charles Perrow (1984): In complex, tightly-coupled systems, multiple small failures interact in unexpected ways. No one cause β systemic properties cause accidents.
Why It Matters
Nuclear plants: Three Mile Island β multiple small failures cascaded. Financial systems: 2008 crisis β interconnected derivatives amplified failures. Air travel: Rare crashes, but when systems fail, they fail catastrophically. Software: Microservices fail in unexpected interaction patterns.
Two Dimensions
| Loose Coupling | Tight Coupling | |
|---|---|---|
| Complex | Recoverable (university) | Normal accidents (nuclear plant) |
| Linear | Manageable (assembly line) | Brittle (dams) |
Tight coupling: Changes propagate fast, no time to recover Interactive complexity: Unexpected interactions between components
The Implication
You cannot prevent all accidents in complex, tightly-coupled systems.
You can:
- Reduce complexity
- Loosen coupling
- Contain failures
- Learn from near-misses
But accidents will still happen. Theyβre features of the system, not bugs.
Related Biases
- [[Black Swan** β Unpredictable catastrophic events
- [[Illusion of Control** β Thinking we can prevent all failures
- [[Optimism Bias** β βIt wonβt happen hereβ
Audio
Podcast episode: Normal Accidents
Part of the Cognitive Bias Reference