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Louis J. Ghosn

Researcher at Glenn Research Center

Publications -  64
Citations -  932

Louis J. Ghosn is an academic researcher from Glenn Research Center. The author has contributed to research in topics: Fracture mechanics & Stress intensity factor. The author has an hindex of 14, co-authored 64 publications receiving 837 citations. Previous affiliations of Louis J. Ghosn include Cleveland State University & Case Western Reserve University.

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A general tetrakaidecahedron model for open-celled foams

TL;DR: In this article, a micro-mechanics model for non-isotropic, open-celled foams is developed using an elongated tetrakaidecahedron (Kelvin model) as the repeating unit cell.
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Reinforcing polymer cross-linked aerogels with carbon nanofibers

TL;DR: In this article, the authors examined the effect of including up to 5% carbon nanofibers in the silica backbone before cross-linking and found that the addition of carbon fiber to the lowest density aerogels increased the tensile stress at break with no density penalty.
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Fatigue Crack Growth Behavior of PWA 1484 Single Crystal Superalloy at Elevated Temperatures

TL;DR: In this article, a study was done to determine the fatigue crack growth behavior of a PWA 1484 single-crystal nickel-base superalloy in a temperature range of 427 C to 871 C. The failure mode transitions were explained by invoking arguments based on environmental damage mechanisms.
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The unusual near-threshold FCG behavior of a single crystal superalloy and the resolved shear stress as the crack driving force

TL;DR: In this article, an investigation of the fatigue growth (FCG) behavior of PWA 1480 single crystal nickel base superalloy was conducted, where a region where the crack growth rate became essentially independent of the applied stress intensity was observed.
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A Computer Code for Gas Turbine Engine Weight and Disk Life Estimation

TL;DR: The major enhancements to NASA’s engine-weight estimate computer code (WATE) are described, which include the incorporation of improved weight-calculation routines for the compressor and turbine disks using the finite-difference technique.