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FlexScriptクラス - AStar.Traveler

AStar.Traveler

Description

Provides access to data and methods related to an A* traveler.

Properties

travelPath Accesses the traveler's current travel path.

Methods

getAllocations Gets an array of AStar.Allocations that the traveler has currently allocated or is scheduled to have allocated at a given time.

Details

Do no remove, this fixes the anchor on doc.flexsim.com

AStar.Traveler.travelPath

readonly travelPath

Description

Accesses the traveler's current travel path.

A traveler's travelPath describes the current sequence of A* grid cells that the traveler will traverse in traveling to its current destination. The travelPath can be accessed using array-type usage, including using the "length" property and array accessors.

for (int i = 1; i <= traveler.travelPath.length; i++) {
	AStar.Cell cell = traveler.travelPath[i].cell;
	...
}

Each element of the travelPath includes the AStar.Cell to be traversed.

AStar.Cell cell = traveler.travelPath[1].cell;

The travelPath also includes an indexOf() method to find which index (if any) corresponds to a given grid cell.

int index = traveler.travelPath.indexOf(cell);
Do no remove, this fixes the anchor on doc.flexsim.com

AStar.Traveler.getAllocations()

getAllocations( double time = -1 )

Parameters

time The target time for retrieving the set of allocations.

Description

Gets an array of AStar.Allocations that the traveler has currently allocated or is scheduled to have allocated at a given time.

The allocations can be accessed as an array, including using the length property and array accessor.

var allocations = traveler.getAllocations();
for (int i = 1; i <= allocations.length; i++) {
	AStar.Cell cell = allocations[i].cell;
}

Note that a traveler's allocations are correlated with, yet distinct from, a traveler's travelPath. Each entry in a traveler's path can have up to 3 allocations associated with it, specifically when the traveler is traveling diagonally. For example, if a traveler's travelPath includes a traversal from cell (4, 4) to cell (5, 5), the traveler would need to allocate, as part of traversing that diagonal, cells (4, 5) and (5, 4), in addition to the destination cell (5, 5).