4.6 Article

Principles of hierarchical meso- and macropore architectures by liquid crystalline and polymer colloid templating

Journal

LANGMUIR
Volume 22, Issue 5, Pages 2311-2322

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/la0520841

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The generation of porous silica with hierarchically organized bimodal mesoporosity of adjustable size and well-defined shape was investigated by Using Surfactant mixtures and the nanocasting procedure (liquid crystalline templating). A systematic study of combinations of various block copolymers (Pluronics F127, KLE(poly(omega-hydroxypoly(ethylene-co-butylene)-co-poly(ethylene oxide))) and SE (PS-co-PEO)) with smaller surfactants (Pluronics P123. C(16)mimCl, and CTAB) revealed that hierarchical bimodal mesopore architectures Could only be obtained by the usage of block copolymers with a strong hydrophilic-hydrophobic contrast, such as KLE and SE, giving rise to pores between 6 and 22 nm, Furthermore, the ionic liquid (IL) C(16)mimCl appeared to haveadvantageous templating properties, resulting in 2-3-nm pores being located between the block copolymer mesopores, whereas phase separation Was observed for Pluronics and CTAB as small templates. Thereby, the study provided also general insights into the mixing and co-self-assembly behavior of block copolymers and ionic surfactants in water and confirmed the special templating properties of ILs, as recently proposed. In addition to the bimodal mesoporosity, additional tunable macroporosity was created by the presence of poly(styrene) or poly(methyl methacrylate) spheres, leading to well-defined trimodal hierarchical pore architectures with the small pores being located in the walls of the respective larger pores. As a major improvement, due to the pore hierarchy, these large-pore materials showed relatively large surface areas and pore volumes, and the size of densely packed macropores could even be decreased down to 90 rim. The materials were characterized by electron microscopy, small-angle X-ray scattering, and nitrogen sorption using a proper NLDFT (nonlocal density functional theory) approach for calculations of the pore size distribution in the entire range of micro-and mesopores.

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