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Terence G. Langdon

Researcher at University of Southampton

Publications -  1199
Citations -  68722

Terence G. Langdon is an academic researcher from University of Southampton. The author has contributed to research in topics: Superplasticity & Severe plastic deformation. The author has an hindex of 117, co-authored 1158 publications receiving 61603 citations. Previous affiliations of Terence G. Langdon include Kyushu University & United States Code.

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An investigation of grain boundaries in submicrometer-grained al-mg solid solution alloys using high-resolution electron microscopy

TL;DR: In this article, high-resolution electron microscopy was used to examine the structural features of grain boundaries in Al 1.5% Mg and Al 3% mg solid solution alloys produced with submicrometer grain sizes using an intense plastic straining technique.
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Microhardness and microstructural evolution in pure nickel during high-pressure torsion

TL;DR: The microhardness and microstructural evolution during high pressure torsion testing in samples of pure nickel were investigated in this paper, where a detailed TEM and X ray study was used.
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An investigation of microstructural stability in an Al-Mg alloy with submicrometer grain size

TL;DR: The microstructural stability of an Al 3%Mg solid solution alloy with a submicrometer-grained (SMG) structure (∼ 0.2 μm) was evaluated using both static annealing and transmission electron microscopy over a range of temperatures from 443 to 803 K and differential scanning calorimetry (DSC) up to 773 K.
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Performance and applications of nanostructured materials produced by severe plastic deformation

TL;DR: In this paper, the authors present a range of applications from biomedical to aerospace industries using Nanostructured Materials produced by severe plastic deformation, which can be tailored to have both superior performance and superior properties.
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Creep of ceramics

TL;DR: In this article, a wide range of experimental data on the creep of ceramics was analyzed and it was shown that there is an enhanced role of diffusion creep, and in the power-law regime, Ceramics divide into two categories with stress exponents of ∼ 5 and ∼ 3, respectively.