2,648 research outputs found

    Fundamental Properties of Integrated-Depth Equations for Nonlinear Water Propagation in Porous Media

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    Source: ICHE Conference Archive - https://mdi-de.baw.de/icheArchiv

    A Global Method for a Two-Dimensional Cutting Stock Problem in the Manufacturing Industry

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    A two-dimensional cutting stock problem (2DCSP) needs to cut a set of given rectangular items from standard-sized rectangular materials with the objective of minimizing the number of materials used. This problem frequently arises in different manufacturing industries such as glass, wood, paper, plastic, etc. However, the current literatures lack a deterministic method for solving the 2DCSP. However, this study proposes a global method to solve the 2DCSP. It aims to reduce the number of binary variables for the proposed model to speed up the solving time and obtain the optimal solution. Our experiments demonstrate that the proposed method is superior to current reference methods for solving the 2DCSP
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