Effect pigments based on artificially produced substrates with a narrow size distribution
AssigneeEckart GmbH
InventorsGünter Kaupp, Ulrich Schmidt, Dirk Schumacher, Ralph Schneider
Life of this patent
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AssigneeEckart GmbH
InventorsGünter Kaupp, Ulrich Schmidt, Dirk Schumacher, Ralph Schneider
Estimating the term…
The invention relates to effect pigments comprising artificial platelet-shaped substrates which have at least one optically active coating, where the effect pigments have a volume-averaged cumulative undersize distribution curve with the characteristic numbers D10, D50 and D90, said cumulative undersize distribution curve having a span ΔD of 0.7-1.4, and the span ΔD being calculated in accordance with formula (I): ΔD=(D90−D10)/D50 (I), and the average thickness of the artificial platelet-shaped substrates being 500 nm to 2000 nm.
Effect pigments consisting essentially of artificial platelet-shaped substrates which have only one optically active coating comprising TiO2 in the rutile or anatase crystal polymorph, wherein in case of the rutile polymorph, the coating is obtained by a process comprising applying SnO2 to the substrates, applying TiO2 to the applied SnO2, and then calcining the substrates, wherein the effect pigments have a volume-averaged cumulative undersize distribution curve with the characteristic numbers D10, D50 and D90, said cumulative undersize distribution curve having a span ΔD of 0.7-1.4, and the span ΔD being calculated in accordance with formula (I):
Effect pigments consisting essentially of glass platelet-shaped substrates which have only one optically active coating comprising TiO2 in the rutile or anatase crystal polymorph, wherein in case of the rutile polymorph, the coating is obtained by a process comprising applying SnO2 to the substrates, applying TiO2 to the applied SnO2, and then calcining the substrates, wherein the effect pigments have a volume-averaged cumulative undersize distribution curve with the characteristic numbers D10, D50 and D90, said cumulative undersize distribution curve having a span ΔD of 0.7-1.4, and the span ΔD being calculated in accordance with formula (I):
Dependencies are inferred from the claim text.