Therefore, research on the problem of two-dimensional optimal layout for rectangular parts is very important in theory and applications.
因此，开展对二维矩形件优化排样问题的研究具有重要的理论意义和工程应用价值。
The two-dimensional layout optimization problem is studied. A semi-infinite optimization model with performance constraints is presented.
研究了二维布局优化问题，建立了具有性能约束的二维布局半无限优化模型。
The two-dimensional layout optimization problem about placing the rectangular graph elements on a round board is investigated and the semi-infinite optimization model is presented.
研究矩形图元在圆形区域内的二维布局优化问题，建立了半无限优化模型。
The two-dimensional compaction problem of building-block layout is considered in this paper.
研究积木块布图的二维压缩问题，提出一种采用分枝定界法的真正的二维压缩算法。
Cutting and Packing Problems are widely occurred in the area of stock-cutting, two-Dimensional layout design and three-Dimensional layout design of many industries.
裁剪与装填问题广泛存在于各行业的材料剪裁、平面布局设计及三维布局设计等方面。
A fixed-geometry two-dimensional mixed-compression supersonic inlet with sweep-forward high-light and bleed slot in an inverted "X"-form layout was tested in a wind tunnel.
针对一种带放气槽的定几何二元倒置“X”型混压式超音速进气道进行了风洞吹风实验。
A fixed-geometry two-dimensional mixed-compression supersonic inlet with sweep-forward high-light and bleed slot in an inverted "X"-form layout was tested in a wind tunnel.
针对一种带放气槽的定几何二元倒置“X”型混压式超音速进气道进行了风洞吹风实验。
应用推荐