cuello de botella calculator

Cuello de Botella (Bottleneck) Calculator

Enter each process capacity in units per hour. The tool identifies the limiting step, line throughput, cycle time, and whether your demand is achievable.

Step Name
Capacity

What is a cuello de botella?

“Cuello de botella” is the Spanish term for bottleneck: the slowest part of a system that limits total output. Whether you run a factory, a software team, a call center, a hospital unit, or a logistics workflow, your maximum performance is determined by the step with the least effective capacity.

Think of your process like water flowing through a pipe network. No matter how wide most pipes are, one narrow section throttles the whole stream. In operations management, this principle appears in Lean, Six Sigma, and the Theory of Constraints.

How this calculator works

This calculator compares each step’s throughput rate and applies uptime to get a realistic effective capacity. It then identifies the lowest value and reports that as your bottleneck.

  • Nominal capacity: your ideal rate for each step (units/hour).
  • Uptime: percentage of time the process is actually available (breaks, changeovers, downtime included).
  • Line capacity: effective rate of the bottleneck step.
  • Cycle time: minutes needed per unit at current line capacity.
  • Daily output: line capacity multiplied by operating hours.

Core formulas

1) Effective capacity per step

Effective Capacity = Nominal Capacity × (Uptime ÷ 100)

2) Bottleneck (cuello de botella)

Bottleneck Capacity = minimum of all effective step capacities

3) Cycle time and daily capacity

Cycle Time (minutes/unit) = 60 ÷ Bottleneck Capacity
Daily Capacity = Bottleneck Capacity × Operating Hours

Worked example

Suppose your five steps can process 120, 95, 80, 110, and 130 units/hour, and uptime is 90%. Their effective capacities become 108, 85.5, 72, 99, and 117 units/hour. The minimum is 72 units/hour, so the Testing step is the bottleneck.

If you need 70 units/hour, you are slightly below line capacity and should be feasible with limited buffer. If demand rises to 90 units/hour, your system will miss target unless you elevate the bottleneck.

How to remove bottlenecks (practical playbook)

1) Exploit the current constraint

  • Keep bottleneck resources focused on value-added tasks only.
  • Reduce setup/changeover time at the bottleneck step.
  • Prioritize quality upstream to avoid rework entering the bottleneck.

2) Subordinate non-bottleneck steps

  • Don’t overproduce before the bottleneck.
  • Sync upstream scheduling to bottleneck pace.
  • Use visual WIP limits to prevent queue explosion.

3) Elevate the constraint

  • Add labor, equipment, or automation at the limiting step.
  • Outsource a fraction of bottleneck workload.
  • Re-engineer process flow or product design to reduce load.

4) Recalculate continuously

Once one constraint is fixed, another often appears. That is normal. Improvement is iterative, and quick calculations like this help you prioritize where each dollar or hour creates the biggest output gain.

Common mistakes when analyzing bottlenecks

  • Using only peak rates: ignore downtime and you will overestimate capacity.
  • Optimizing local speed: faster non-bottleneck steps can increase inventory, not throughput.
  • Ignoring demand profile: bottlenecks can shift by product mix, shift, or season.
  • No buffer strategy: without controlled buffers, minor disruptions starve the bottleneck.

FAQ

Is this only for manufacturing?

No. The same logic applies to software delivery pipelines, document approvals, customer support queues, and healthcare patient flow. Replace “units” with tickets, cases, or transactions.

What if I only know cycle times, not units/hour?

Convert using Capacity = 60 ÷ minutes per unit. Then enter the values as units/hour.

Should I include quality losses?

Yes, if possible. True effective capacity should account for scrap, rework, and first-pass yield issues.

Bottom line

A cuello de botella calculator helps you move from assumptions to math. Instead of improving everything at once, you identify the limiting step, estimate impact, and invest where throughput improves fastest. Run this model weekly or whenever process conditions change, and your planning decisions become far more reliable.

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