On surface energy effects in composite impregnation and consolidation

Marco Connor, Staffan Toll, Jan-Anders E. Månson
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引用次数: 12

Abstract

Macroscopic capillary pressure and microscopic interparticle forces due to surface tension are examined. A general equation for the capillary pressure during impregnation is derived and subsequently specialized to particular processes. For fibre composites, the capillary pressure can be of the order of ±104 Pa, the sign depending on the contact angle between solid and liquid. Next, the attractive and repulsive forces between particles connected by liquid droplets are analysed by two different model geometries. At contact angles between π/2 and π, an equilibrium particle separation distance is obtained in the absence of applied force. At lower contact angles, spontaneous impregnation can be achieved. The effect of capillary action on impregnation rate may be significant if applied pressures are small (e.g. filament winding) but negligible at applied pressures greater than ∼100 kPa (e.g. compression moulding). The topology and concentration of voids may, however, be greatly influenced by surface energies.

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复合材料浸渍固结过程中的表面能效应
研究了表面张力引起的宏观毛细压力和微观颗粒间力。推导了浸渍过程中毛细管压力的一般方程,并随后专门用于特定过程。对于纤维复合材料,毛细管压力可以达到±104 Pa的数量级,该符号取决于固体和液体之间的接触角。其次,用两种不同的几何模型分析了由液滴连接的粒子之间的吸引力和排斥力。在接触角介于π/2和π之间时,在没有施加力的情况下,获得了平衡粒子分离距离。在较低的接触角下,可以实现自发浸渍。如果施加的压力很小(如缠绕长丝),毛细作用对浸渍率的影响可能是显著的,但在施加的压力大于~ 100 kPa(如压缩成型)时,毛细作用对浸渍率的影响可以忽略不计。然而,孔洞的拓扑结构和浓度可能受到表面能的极大影响。
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