基本解释：填充反应塔
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Thermal Analysis of Low Melting-Point Alloy-Filled Polymer;低熔点合金填充聚合物材料热分析
Study on the blending and filling system of PVC/Elvaloy741/MBS and PVC/Elvaloy741/MBS/CaCO_3;PVC/Elvaloy741/MBS及PVC/Elvaloy741/MBS/CaCO_3共混填充体系的研究
Realizing the Fill of Arbitbary Enclosed Graphic Zone by Stack;用栈实现任意封闭图形区域的填充
Application of Phosphate Self-forming Core Materials to Investment Casting Shell Mold Filling;磷酸盐自硬芯料用于熔模型壳填充的研究
Modification on Toughness and Filling of Epoxy Adhesives;环氧树脂胶粘剂的增韧填充改性
Modification of Polystyrene by Filling Calcium Carbonate;碳酸钙填充改性聚苯乙烯
Nylon 6 Filled with Cenosphere;空心玻璃微珠填充尼龙6的研究
Study and Development of the filled PTFE Oil Seal;填充聚四氟乙烯油封的研究与发展
In this paper, the modify technique and eflect factor of calcium carbonate filled Polypropylene composite are mainly introduced, recent developments and applications at home and abroad are also described.主要介绍了碳酸钙填充改性聚丙烯复合材料的改性方法与影响因素,以及国内外对这类材料应 用开发的研究进展情况。
A problem on packing squares with squares is discussed.讨论了一个用正方形列填充正方形的问题。
It has been shown that any strictly cyclic t-(v, k, 1) packing is equivalentto a (v, k, t-1)-OOC for any t≥2.自从1987年Brickell和Wei提出用循环区组设计构造光正交码的方法以来，国内外很多学者如Chung，Miao，Yin等人都研究了用组合设计构造光正交码的方法，现有研究结果表明当t≥2时，任一严格循环t-(v，k，1)填充等价于一个(v，k，t-1)光正交码。
Theory of packing and covering is an important field in combinatorial and discrete geometry.填充和覆盖理论是组合几何与离散几何中的一个重要分支。
On Minimum Fill-in of Complements of Chordal Graphs;弦图的补图的最小填充(英文)
NP-completeness of the Profile Problem and the Fill-in Problem on Cobipartite Graphs;偶图的补图的侧廓问题和填充问题的NP-完全性(英文)
The minimum fill-in problem for graphs,raised from numerical analysis,is to study the optimum elimination ordering in spare matrix computations.在计算机教学领域,稀疏矩阵的最小填充问题由于其重要的实际意义而受重视。
