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Airports, optimised as a system

Illustrative model

An airport capacity planner that follows one peak hour at an illustrative two-runway hub from demand through airspace, runway, stands and terminal to surface access. It shows which stage is the constraint, what the whole system gains when a lever moves, and which stakeholders win or lose.

Aerial view of an airport terminal and its transport hub

What the model is for

An airport is one system with many owners, and the model is built to show how a decision in one part of it plays out everywhere else.

Status
Illustrative model
Purpose
Find the binding constraint on peak capacity and show who gains or loses from each option
Sector
Airports
Scope
One peak hour at an illustrative two-runway hub, demand to surface access

Airspace to Kerb is a small example of how we approach systems modelling and simulation. It is deliberately not a detailed simulation of every aircraft and passenger. It holds one peak hour, converts each stage to a common unit and asks a single question of it: which stage limits the whole?

6
Stages: one capacity chain, from demand to the kerb
17
Stakeholders: each judged on their own terms
9
Scenarios: from today to system-wide growth

How we went about it

Why airport capacity decisions are difficult

Most decisions at an airport trade one owner's gain against another owner's loss.

Airlines, air traffic control, the slot coordinator, the airport operator, ground handlers, border staff, government and local communities each hold different levers, and each measures success in its own way. Each stage of the journey through an airport is owned by someone different, so an investment that looks sound to one owner can make no difference to the system, or move a cost onto someone else.

Running the runway in mixed mode adds movements but removes the respite that runway alternation gives local communities. Declaring capacity close to the physical limit creates more slots but leaves no buffer, so small disruptions become long delays. Most capacity measures cut emissions per passenger but raise the total, so the same scenario reads as progress through one lens and failure through another.

How the model works

Each stage is converted to passengers per hour, and whichever is smallest is the constraint.

  1. DemandThe peak-hour demand the hub is asked to serve.
  2. AirspaceWhat the surrounding airspace can deliver to the runways.
  3. RunwayMovements per hour under the chosen operating mode.
  4. StandsAircraft parking positions available at the peak.
  5. TerminalSecurity, border and processing capacity.
  6. Surface accessRoad and rail capacity at the kerb.
A schematic, with each stage converted to passengers per hour and bar thickness showing capacity. The runway binds, so extra terminal capacity adds nothing at the peak.

What the model shows

  • The binding constraint: which stage limits peak throughput, and where the pressure moves next.
  • Who wins and who loses: the change for each stakeholder, measured against what that stakeholder is trying to achieve.
  • Six perspectives on the same scenario: carbon, noise and health, air quality, economy and connectivity, resilience, and workforce.
  • Indicative delay: how queues build as a stage nears full use, shown as a curve. It is not a forecast.

Each lever is labelled with who holds it, a typical lead time and an order-of-magnitude cost band, so a change is never just a number.

Nine scenarios

Nine preset scenarios run from today through demand management, operational changes, a new runway and a carbon-led plan.

In the "airport silo" scenario, the airport invests in security lanes, stands and e-gates. Ten years of growth arrive, but the runway still binds, so most of that spend buys no extra peak throughput. Investment at a stage that is not the constraint improves that stage's own figures, not the system's.

What the model does and does not claim

It is built to compare options and expose trade-offs rather than to forecast a particular airport.

  • An illustrative hub. The airport is a generic two-runway hub. Its capacities are representative values rather than the declared capacity of any real airport.
  • One peak hour. The model looks at the busiest hour only. It does not cover daily or seasonal patterns, night operations or recovery after disruption.
  • A common unit. Converting each stage to passengers per hour makes stages comparable, but it simplifies stages whose real limits are movements, stand-hours or vehicles.
  • Indicative delay. The delay curve shows how queues tend to build as a stage approaches full use. It is not a prediction of delay minutes.
  • Cost bands. Lever costs and lead times are order-of-magnitude bands to support comparison, not estimates for a scheme.

Applied to a real airport, the same structure would be populated with that airport's declared capacities and operating rules, and tested with the people who run each stage before it informed a decision.

Talk to us about a capacity decision

If a capacity or investment decision depends on several owners, we can help set out how the system behaves before options are chosen.

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