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Fig 1.

Blade production model to illustrate the graphical representation, markings and firing rule of Petri nets.

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Fig 1 Expand

Fig 2.

Two reachability graphs for the blade production model.

(a) Reachability graph for the blade production model with an initial marking with two tools and one core available. (b) Reachability graph for the blade production model with six tools and three cores available. Ovals represent states with the corresponding marking written inside. Directed arrows represent edges and correspond to an occurrence of transition t1.

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Fig 3.

Subprocess 1 Dig Bulbs of the A. coranica model.

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Fig 4.

Subprocess 2 Collect Firewood And Branches of the A. coranica model.

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Fig 5.

Subprocess 3 Light Fire of the A. coranica model.

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Fig 6.

Subprocess 4 Collect Small and Large Calcrete Blocks of the A. coranica model.

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Fig 7.

Subprocess 5 Prepare Bulbs of the A. coranica model.

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Fig 8.

Subprocess 6 Heat Selected Scales of the A. coranica model.

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Fig 9.

Subprocess 7 Pound of the A. coranica model.

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Fig 10.

Subprocess 8 Knead of the A. coranica model.

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Fig 11.

Petri net showing the subprocesses of A. coranica model.

Subprocesses represented as macro‐transitions (black squares) and the places connecting subprocesses highlighted in grey.

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Fig 12.

Subprocess 1 Dig Roots of the O. Schinzii model.

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Fig 13.

Subprocess 2 Collect Firewood of the O. Schinzii model.

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Fig 14.

Subprocess 3 Light Fire of the O. Schinzii model.

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Fig 15.

Subprocess 4 Make Applicator of the O. Schinzii model.

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Fig 16.

Subprocess 5 Root Preparation of the O. Schinzii model.

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Fig 17.

Subprocess 6 Burn and Crush Grass of the O. Schinzii model.

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Fig 18.

Subprocess 7 Heat Roots of the O. Schinzii model.

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Fig 19.

Subprocess 8 Dip and Mix of the O. Schinzii model.

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Fig 20.

Petri net showing the subprocesses of A. coranica model.

Subprocesses represented as macro‐transitions (black squares) and the places connecting subprocesses and the transition go back home are highlighted in grey.

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Fig 21.

Comparison of the state space of the models.

The lines represent the states spaces for the simulations of the A. coranica (yellow) and O. schinzii (black) models and the effect of deleting the transition ‘Back home’ associated with the location change from the O. schinzii model (blue). The state space size (vertical axis) is plotted on a log scale. The number of makers of each simulation (horizontal axis) is plotted on a linear scale.

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Fig 21 Expand