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MECHANICAL PROPERTIES OF ONE-DIMENSIONAL NANOSTRCTURES, EXPERIMENTAL MEASUREMENT AND NUMERICAL SIMULATION
Title
MECHANICAL PROPERTIES OF ONE-DIMENSIONAL NANOSTRCTURES, EXPERIMENTAL MEASUREMENT AND NUMERICAL SIMULATION
Author
Wu, Xiaoxia
Date Created
2012
Description
One-Dimensional (1D) nanostructures are generally defined as having at least one dimension between 1 and 100 nm. Investigations of their mechanical properties are important from both fundamental study and application point of view. Different metho...
MECHANICAL PROPERTIES OF ONE-DIMENSIONAL NANOSTRCTURES, EXPERIMENTAL MEASUREMENT AND NUMERICAL SIMULATION
Title
MECHANICAL PROPERTIES OF ONE-DIMENSIONAL NANOSTRCTURES, EXPERIMENTAL MEASUREMENT AND NUMERICAL SIMULATION
Author
Wu, Xiaoxia
Date Created
2012
Subjects--Topical
Mechanical engineering, Nanotechnology
Description
One-Dimensional (1D) nanostructures are generally defined as having at least one dimension between 1 and 100 nm. Investigations of their mechanical properties are important from both fundamental study and application point of view. Different metho...
On the Structure and Invariants of Cubical Complexes
Title
On the Structure and Invariants of Cubical Complexes
Author
Birdsong, Sarah
Date Created
2013
Description
This dissertation introduces two new results for cubical complexes. The first is a simple statistic on noncrossing partitions that expresses each coordinate of the toric h-vector of a cubical complex, written in the basis of the Adin h-vector entr...
On the Structure and Invariants of Cubical Complexes
Title
On the Structure and Invariants of Cubical Complexes
Author
Birdsong, Sarah
Date Created
2013
Subjects--Topical
Mathematics
Description
This dissertation introduces two new results for cubical complexes. The first is a simple statistic on noncrossing partitions that expresses each coordinate of the toric h-vector of a cubical complex, written in the basis of the Adin h-vector entr...