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Metal-containing inorganic-organic nanocomposites

Metal-containing inorganic-organic nanocomposites. A.C. Finnefrock, G.E.S. Toombes, R. Ulrich, U. Wiesner, S.M. Gruner. Bio-inspired inorganic-organic hybrids. Diatoms: an example of organic-directed inorganic synthesis. Inspiration: use block copolymers as structure- directing agents.

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Metal-containing inorganic-organic nanocomposites

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  1. Metal-containing inorganic-organic nanocomposites A.C. Finnefrock, G.E.S. Toombes, R. Ulrich, U. Wiesner, S.M. Gruner

  2. Bio-inspired inorganic-organic hybrids Diatoms: an example of organic-directed inorganic synthesis Inspiration: use block copolymers as structure- directing agents.

  3. Background • 1986: Fetters and Thomas: Bicontinuity • EM textures in diblock copolymer • bicontinuous since one block permeable to CO2 • textures correlate to the high permeability • 1986: Alward et al., student of Thomas • Kratky camera: OBDD symmetry • 1988: Dave Anderson projection • OBDD  wagon wheel • (OBDD  wagon wheel) • 1994: Gyroid paper • SAXS: Gyroid, not OBDD • MFT: Bates et al. Gyroid to be preferred • folks think that G  wagon wheel

  4. Background, continued • 1995: Re-evaluation of OBDD findings • Hadjuk et al. (Gruner, Thomas, Fetters) • OBDD (Pn3m) SAXS really Gyroid (Ia3d) • 2001: Plumber’s Nightmare structure • Finnefrock et al. (Gruner, Wiesner) • New structure: Plumber’s Nightmare (Im3m) • but, not claiming PN  wagon wheel • instead, need combination of TEM and SAXS

  5. Surface Area • BET: 300 m2/g • Applications in • Molecular separation • Catalysis • Dielectrics

  6. Synthesis Approach

  7. Synthesis concept

  8. Phase mixing and segregation

  9. Synthesis of inorganic-organic hybrids

  10. Morphology and specificity

  11. Mesophases from block copolymers

  12. TEM images uncalcined calcined

  13. Small angle x-ray scattering data uncalcined calcined

  14. SAXS at CHESS

  15. Radial X-ray Plots

  16. Peak Positions

  17. Peak Positions

  18. Radial q2 circles

  19. Domain Assignments

  20. Labeled Peaks

  21. Real-space bicontinuous structures gyroid (Ia3d) plumber’s nightmare (Im3m) X-ray scattering can distinguish between these structures, as they belong to distinct space groups (symmetries).

  22. D G P I-WP N

  23. D G P I-WP N

  24. D G P I-WP N

  25. D G P I-WP N

  26. D G P I-WP N

  27. Skeletal surface comparison

  28. Skeletal surface comparison

  29. Skeletal surface comparison

  30. Skeletal surface comparison Plumber’s Nightmare is only known low-genus continuous structure consistent with both TEM and SAXS data

  31. I vs q2, data • All data are consistent with Im3m symmetry and others • (Ia3d, Pn3m) are ruled out. • We can also explain systematic absences.

  32. I vs q2, predicted

  33. I vs q2, data • All data are consistent with Im3m symmetry and others • (Ia3d, Pn3m) are ruled out. • We can also explain systematic absences.

  34. Anisotropy

  35. Anisotropy

  36. Ellipsoid rotation

  37. Data rotation

  38. BET: high surface area TEM: bicontinuous and “wagon wheel” SAXS: Im3m symmetry Systematic peak absences understood Plumber’s Nightmare skeletal surface Understand elliptical patterns Results

  39. Rational hybrid design Based upon block copolymers 30 years of surfactant research 3-phase to 2-phase problem Demonstration of Im3m symmetry Expected Ia3d (from gyroid) Determination of Plumber’s Nightmare Conclusions

  40. Cornell University Gil Toombes, Sol Gruner, Uli Wiesner Max Planck Institute for Polymer Research Ralph Ulrich, Alexander Du Chesne, Christian Honecker, Kai Schumacher, Klaus K. Unger Department of Energy National Science Foundation Cornell Center for Materials Research Cornell High Energy Synchrotron Source (CHESS) D-1 (Ernie Fontes) Acknowledgements

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