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Name
Simon Fraser University Institutional Repository
Type
Institutional Repository
Items
15491 Publications
Compatibility
OpenAIRE Basic (DRIVER OA)
OAI-PMH
http://summit.sfu.ca/oai2
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Detailed data provider information (OpenDOAR)

 

  • Anisotropies and spin dynamics in ultrathin magnetic multilayer structures

    High quality magnetic films were prepared by Molecular Beam Epitaxy (MBE) using Thermal Deposition (TD) and Pulse Laser Deposition (PLD) techniques. Ferromagnetic Resonance (FMR) and Mossbauer studies have shown that the Fe films prepared by PLD exhibited a more intermixed interface lattice structure than those prepared by TD. Dramatic decrease of the inplane interface uniaxial anisotropy for the PLD films compared to those prepared by TD has shown that the in-plane uniaxial anisotropy is cau...

    Microfabrication of electrodes and sensors on recordable compact discs using desktop inkjet printers

    This thesis describes a simple micro-patterning technique using a conventional desktop inkjet printer with no modifications. The technique demonstrates patterning of gold sputtered recordable compact discs (CD-Rs) and printing of phospholipid films on top of the patterned gold electrodes to configure an iodine vapour sensor. Long-chain alkanethiols were used as masking layers, and they were applied to the gold-coated side of CD-Rs using an inkjet printer. This step was followed by wet-chemica...

    Solutions to Homelessness in Metro Vancouver

    As Metro Vancouver prepared to go to the polls in November 2011, Pivot Legal Society, SFU Woodward’s Cultural Unit and moderator Charles Demers in explored the question: What can municipalities do to address the housing crisis in the Lower Mainland? Presented by Pivot Legal Society, SFU Woodward's Vancity Office of Community Engagement and SFU Woodward's Cultural Unit Michael Shapcott, Wellesley Institute via Skype Doug King, Pivot Legal Society Rep from ACORN Canada Kingsley Okyere, Metro...

    Torsion points of low order on elliptic curves and Drinfeld modules

    In this thesis. we calculate the Galois groups of extensions generated by torsion points of low order on elliptic curves and Drinfeld modules through their corresponding division polynomials. We investigate division po1:ynomials of degree up to and including four, which correspond to 2-torsion and 3-torsj.on points on elliptic curves and (T+a)- torsion and (T2 + aT + b)-torsion points on Drinfeld modules of rank 1 .and 2. These calculations depend on the invariants that classify elliptic curv...
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