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I Ka Wā Ma Mua, I Ka Wā Ma Hope: The History, Evolution, and Future of Pacific Islanders and Native Hawaiians in Higher Education

Creator:: Okamoto, Haley K.
Abstract:: Written for CSSA 548: American Higher Education.
Resource Type:: Research Paper
Full Text:: ://doi.org/10.1353/aq.2015.0050 14 the next generation of ʻŌiwi scholars? In K.R. Oliveira & K. Nākoa

Techniques for the determination of teaching efficiency

Creator:: Mason, Beverley Francis
Resource Type:: Research Paper
Full Text:: T,ped by Clara Young ACKNOVÏLED GEMENT To Dr. Riley J. Clinton the writer wishes to express

Population Dynamics and Variability of Two Gelatinous Zooplankters (Aequorea and Pyrosoma atlanticum) in the Northern California Current

Creator:: Sorensen, Hilarie L.
Abstract:: This research focused on population dynamics of two gelatinous zooplankters (Aequorea & Pyrosoma atlanticum) in the northern California Current to assess their relationship to environmental conditions and role in the pelagic ecosystem. Data collected since 1999 showed seasonal and interannual fluctuations in the abundance and distribution of Aequorea in the...
Resource Type:: Masters Thesis
Full Text:: temperatures continued through 2015 followed by a major ENSO event in 2016 (Jacox et al. 2016; Peterson et al

Spatiotemporal distribution of the anti-diabetic drug, metformin, in the lower Columbia River and its effect on phytoplankton growth

Creator:: Cummings, Brittany M.
Abstract:: Water quality impacts both human and ecosystem health. Many pharmaceuticals and personal care products are considered contaminants of emerging concern (CEC) due to their bioactive properties. Among these, metformin—the most commonly prescribed drug for treatment of type 2 diabetes—has been reported at high concentrations (μg L⁻¹) in stream, lake, and...
Resource Type:: Masters Thesis
Full Text:: . Tawnya Peterson, and co-advisor, Dr. Joseph Needoba, who offered me this amazing opportunity to obtain

Stochastic Collocation Error Analysis Within a Kinematic Magnetohydrodynamics Framework

Creator:: Rajbhandari, Evan, Gibson, Nathan L., and Woodside, C. Rigel
Abstract:: We explore one numerical method for dealing with uncertainty quantification, stochastic collocation. We adapt this method for the uncertain kinematic magnetohydrodynamic system. We then demonstrate well-posedness of the uncertain forward problem. We also describe the method in detail, and perform an error analysis of the method, describing the necessary assumptions...
Resource Type:: Preprint
Full Text:: polynomials {rjk} Nk−1 j=0 [13] that satisfy∫ Γ rjkr l kρ(y) dy = δjl where δjl is the Dirac delta

A socio-economic studies program for the twelfth grade

Creator:: Bauder, George Emil
Resource Type:: Research Paper
Full Text:: ~otl 1ng the beginning teucLer . for~ or _ln tbe teaching or acy subjoct area ~ 1s'there o lac k

Parameter Estimation within a Kinematic Magnetohydrodynamics Framework

Creator:: Rajbhandari, Evan, Gibson, Nathan L., and Woodside, C. Rigel
Abstract:: We discuss the well-posedness of the forward problem for the magnetohydrodynamic system with the inclusion of the ion-slip parameter. We also demonstrate the convergence of a parameter estimation scheme. Focusing on power-generation, we implement and the validate a numerical model with an engineering multi-physics software, COMSOL, using ideal-power equations. We...
Resource Type:: Preprint
Full Text:: MHD system for J and E, the electric current density and electric field respectively, is described by

Quantifying uncertainty with stochastic collocation in the kinematic magentohydrodynamic framework

Creator:: Rajbhandari, Evan, Gibson, Nathan L., and Woodside, C. Rigel
Abstract:: We discuss an efficient numerical method for the uncertain kinematic magnetohydrodynamic system. We include aleatoric uncertainty in the parameters, and then describe a stochastic collocation method to handle this randomness. Numerical demonstrations of this method are discussed. We find that the shape of the parameter distributions affect not only the...
Resource Type:: Preprint
Full Text:: [∫ D σ−1J · φ ] − E [∫ D ∇V · φ ] = 0 ∀φ ∈ V , (1a) − E [∫ D Ji · ∇ψ ] = E [∫ D ( σ(u×B

Ten months as an intern with NOAA's hazardous materials response project

Creator:: Thompson, Michael A.
Resource Type:: Research Paper
Full Text:: by A. M. Teeter and D. J. Baumgartner Marine and Freshwater Ecology Branch Corvallis Environmental

Modelling of an Array of Floating Oscillating Water Column Wave Energy Converters with Full Hydrodynamic Coupling and Nonlinear Power Take Off Dynamics

Creator:: Gaebele, Daniel T.
Abstract:: Wave energy is one of the most promising renewable energy sources. Thus, research in this field has increased substantially over the last decade. However, significant costs associated with development and maintenance have so far impeded the implementation of commercially viable projects. Furthermore, the hydrodynamic interactions between water and prototypes meant...
Resource Type:: Masters Thesis
Full Text:: wave angle d m array separation distance λ m wave length T s wave period (regular) k rad/m angular

ScholarsArchive@OSU

I Ka Wā Ma Mua, I Ka Wā Ma Hope: The History, Evolution, and Future of Pacific Islanders and Native Hawaiians in Higher Education

Techniques for the determination of teaching efficiency

Population Dynamics and Variability of Two Gelatinous Zooplankters (Aequorea and Pyrosoma atlanticum) in the Northern California Current

Spatiotemporal distribution of the anti-diabetic drug, metformin, in the lower Columbia River and its effect on phytoplankton growth

Stochastic Collocation Error Analysis Within a Kinematic Magnetohydrodynamics Framework

A socio-economic studies program for the twelfth grade

Parameter Estimation within a Kinematic Magnetohydrodynamics Framework

Quantifying uncertainty with stochastic collocation in the kinematic magentohydrodynamic framework

Ten months as an intern with NOAA's hazardous materials response project

Modelling of an Array of Floating Oscillating Water Column Wave Energy Converters with Full Hydrodynamic Coupling and Nonlinear Power Take Off Dynamics

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