Appeal 2006-2729 Application 10/193,363 Claims 1, 10, 15, 18, and 19 illustrate Appellants’ invention of a process for the preparation of nanoscale particulate material and certain products of that process, and are representative of the claims on appeal: 1. A process for the preparation of nanoscale particulate material comprising (i) combining one or more functional material to be precipitated as nanoscale particles and one or more surface active material in a compressed CO2 phase with a density of at least 0.1g/cc, where the functional material is substantially insoluble in the compressed CO2 in the absence of the surfactant, the surfactant comprises a compressed CO2-philic portion and a functional material-philic portion, and the compressed CO2 phase, functional material and surfactant interact to form an aggregated system having a continuous compressed CO2 phase and a plurality of aggregates comprising surfactant and functional material molecules of average diameter less than 10 nanometers dispersed therein; and, (ii) rapidly depressurizing the compressed CO2 phase thereby precipitating the dispersed functional and surfactant materials in the form of composite particles of average diameter from 0.5 to less than 10 nanometers. 10. A process according to claim 1, wherein the functional material is selected from the group consisting of organic, inorganic , metallo-organic, polymeric, oligomeric, metallic, alloy, ceramic, a synthetic and/or natural polymer, and a composite or mixture thereof. 15. A process according to claim 1, wherein the precipitated nanoscale material exhibits fluid-like properties and has a viscosity in the range 0.1 centipoise to 1010 centipoise. 18. A nanofluid obtained by the process of claim 15. 19. A nanofluid according to claim 18, wherein the functional and surfactant materials have been precipitated in the form of composite particles of average diameter from 0.5 to 5 nanometers. The Examiner relies on the evidence in these references: Hendrickson US 5,030,669 Jul. 9, 1991 2Page: Previous 1 2 3 4 5 6 7 8 9 10 11 12 13 Next
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