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Additionally, the minimum path condition is incorporated into the mathematical model to reflect braiding process parameters more rigorously.
The minimum path condition requires that the braid pattern be formed at a point on the mandrel surface where the total length of the braiding yarn hanging over from the previous braiding point to the yarn carrier is minimized.
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Figure 2 displays the minimum path optimization curve for 3M clustering of the Gasch yeast stress conditions.
Figure 2 reveals the action of the minimum path parameter to remove small noise pathways that are observed across multiple stress conditions.
The path condition measurement mechanism monitors every path's transmission condition to provide additional path information for path switching.
A minimum path pmin is a shortest path meaning there are no shorter p′ paths between x and y.
The proposed mechanism has three parts: path condition measurement, path switching strategy, and path switch decision.
Minimum path decompositions are not unique and hence a single given path may result in multiple sets of intermediate destinations.
The path condition measurement provides every path's transmission condition, and the path switching strategy provides the methodology.
By means of Boolean algebra simplification, the minimum path sets of the system are achieved.
The minimum path length between two nodes is the minimum number of edges that must be traversed to get from one node to the other.
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