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Strength theory for pore structure of cement based and other solid porous materials

机译:水泥基及其他固体多孔材料孔隙结构的强度理论

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According to fundamental assumption of Hansen model, this paper sets up a theoretical model for distributive ellipsoidal pores of cement based and other solid porous materials, derives the formula of strength theory for pore structure of solid porous materials. First, in theory, poroves that strength of cement based and other solid porous materials depends on these characteristics, e.g. porosity P, pore-size distribution P_i/P_, pore shape K_(1i), K_(2i), pore direction alpha_i, etc.. Morever, based on description of practical materials by using simplified the oretical model of distributive ellipsoidal pores, this paper counts that theoretical relational curved surface of strength and pore structure, which perfectly corresponds to measured relational curve of strength and porosity of common metal and metalloid materials.
机译:根据汉森模型的基本假设,建立了水泥基及其他固体多孔材料分布椭圆孔的理论模型,推导了固体多孔材料孔结构强度理论的公式。首先,从理论上讲,可以证明水泥基和其他固体多孔材料的强度取决于这些特性,例如:孔隙率P,孔径分布P_i / P_,孔隙形状K_(1i),K_(2i),孔隙方向alpha_i等。此外,基于对实用材料的描述,通过简化椭圆形分布孔的矿石模型,论文认为,强度和孔结构的理论关系曲面与常规金属和准金属材料的强度和孔隙率的关系曲线完全吻合。

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