Patents by Inventor OLIVIER LENGWILER

OLIVIER LENGWILER has filed for patents to protect the following inventions. This listing includes patent applications that are pending as well as patents that have already been granted by the United States Patent and Trademark Office (USPTO).

  • Publication number: 20110244175
    Abstract: This invention is directed to a honeycomb core structure having a high compression modulus. The core structure comprises (a) a plurality of interconnected walls having surfaces which define a plurality of honeycomb cells, wherein the cell walls are formed from a nonwoven sheet and (b) a cured resin in an amount such that the weight of cured resin as a percentage of combined weight of cured resin and nonwoven sheet is at least 62 percent.
    Type: Application
    Filed: September 30, 2010
    Publication date: October 6, 2011
    Applicant: E. I. DU PONT DE NEMOURS AND COMPANY
    Inventors: Rainer Kehrle, Yves Klett, Mikhail R. Levit, Olivier Lengwiler
  • Publication number: 20110244193
    Abstract: This invention is directed to a folded tessellated core structure having a high compression modulus. The core structure comprises a nonwoven sheet and a cured resin in an amount such that the weight of cured resin as a percentage of combined weight of cured resin and nonwoven sheet is at least 50 percent, The nonwoven sheet further comprises fibers having a modulus of at least 200 grams per denier (180 grams per dtex) and a tenacity of at least 10 grams per denier (9 grams per dtex) wherein, prior to impregnating with the resin, the nonwoven sheet has an apparent density calculated from the equation Dp=K×((dr×(100?% r)/% r)/(1+dr/ds×(100?% r)% r), where Dp is the apparent density of the sheet before impregnation, dr is the density of cured resin, ds is the density of solid material in the sheet before impregnation, % r is the cured resin content in the final core structure in weight %, K is a number with a value from 1.0 to 1.
    Type: Application
    Filed: September 30, 2010
    Publication date: October 6, 2011
    Applicant: E.I. DU PONT DE NEMOURS AND COMPANY
    Inventors: Rainer Kehrle, Yves Klett, Mikhail R. Levit, Olivier Lengwiler
  • Publication number: 20100048078
    Abstract: This invention is directed to a folded tessellated core structure having a high compression modulus. The core structure comprises a nonwoven sheet and a cured resin in an amount such that the weight of cured resin as a percentage of combined weight of cured resin and nonwoven sheet is at least 50 percent, The nonwoven sheet further comprises fibers having a modulus of at least 200 grams per denier (180 grams per dtex) and a tenacity of at least 10 grams per denier (9 grams per dtex) wherein, prior to impregnating with the resin, the nonwoven sheet has an apparent density calculated from the equation Dp=K×((dr×(100?% r)% r)/(1+dr/ds×(100?% r)% r), where Dp is the apparent density of the sheet before impregnation, dr is the density of cured resin, ds is the density of solid material in the sheet before impregnation, % r is the cured resin content in the final core structure in weight %, K is a number with a value from 1.0 to 1.
    Type: Application
    Filed: August 18, 2009
    Publication date: February 25, 2010
    Applicant: E. I. DU PONT DE NEMOURS AND COMPANY
    Inventors: Rainer Kehrle, Yves Klett, Mikhail R. Levit, Olivier Lengwiler
  • Publication number: 20100047515
    Abstract: This invention is directed to a honeycomb core structure having a high compression modulus. The core structure comprises (a) a plurality of interconnected walls having surfaces which define a plurality of honeycomb cells, wherein the cell walls are formed from a nonwoven sheet and (b) a cured resin in an amount such that the weight of cured resin as a percentage of combined weight of cured resin and nonwoven sheet is at least 62 percent.
    Type: Application
    Filed: August 18, 2009
    Publication date: February 25, 2010
    Applicant: E. I. DU PONT DE NEMOURS AND COMPANY
    Inventors: RAINER KEHRLE, YVES KLETT, MIKHAIL R. LEVIT, OLIVIER LENGWILER