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Filtering by: Creator Au, Whitlow W. L. Remove constraint Creator: Au, Whitlow W. L. Academic Affiliation Mathematics Remove constraint Academic Affiliation: Mathematics

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A study of the differential equation d²w/dz² + (m + z²)w=0

Creator:

Morris, C. Gordon

Resource Type:

Masters Thesis

Full Text:

ft f (l-a) W p," P2'' in which the coefficients p, and are regular through- out the finite plane
A frenet theorem for regular null curves in L³

Creator:

Kiyak, James Walter

Abstract:

Regular null curves in Regular null curves in L³ always have a time component parametrization. This fact puts the Frenet equations for regular null curves in L³ in a simple form. A fundamental existence and uniqueness theorem for regular null curves in L³ is proved, and applications to geometry are...

Resource Type:

Masters Thesis

Full Text:

A frenet theorem for regular null curves in L³ AN ABSTRACT
Stability of flows of thermo-viscoelastic fluids between rotating coaxial circular cylinders

Creator:

Ghandour, Nabil Nassib

Abstract:

We investigate in this thesis, the problem of stability of thermo-viscoelastic fluid flow between rotating coaxial cylinders. By using the thermo-viscoelastic constitutive equations given by Eringen, we reduce the equations of motion into a form suitable for stability analysis. The course of reduction which we follow yields some interesting intermediate...

Resource Type:

Masters Thesis

Full Text:

physical components in cylindrical coordinates: au Du v au au v2 + u77.- + 7 + w ,-; 1 D Trr + 1 T r
Boundary layer transition

Creator:

Bakhshi, Vidya Sagar

Abstract:

Transition phenomena commonly occur in nature. These arise either due to structural or behavioral changes in the medium. Examples for these abound in all applied sciences and to mention a few of these, we have, boundary layer, elastic-plastic deformation, and shocks. The present work is devoted to the study of...

Resource Type:

Dissertation

Full Text:

: BOUNDARY LAYER TRANSITION Abstract approved: M. N. L. Nara simhan Transition phenomena commonly occur in
The asymptotic boundary layer on a circular cylinder in axisymmetric micropolar fluid flow and constitutive theories

Creator:

Okada, Kanzo

Abstract:

The asymptotic boundary layer problem involving an axial incompressible Newtonian fluid flow past a circular cylinder parallel to its axis was investigated by Stewartson (1955). He addressed hiself primarily to the Mangler's (1948) derivation, namely, the character of the boundary layer on a circular cylinder is equivalent to that on...

Resource Type:

Masters Thesis

Full Text:

Redacted for PrivacyAbstract approved:_ M. N. L. Narasimhan The asymptotic boundary layer problem
Nonlinear stability of Couette flows of micropolar fluids

Creator:

Vlessis, Nicholas C.

Resource Type:

Masters Thesis

Full Text:

3w axe + w 3w az ---a22 c 11 1 au 3w 2v + (3v av av R ax2 az2 Rk 5r; Rk u w TD. (4.2.6) (4.2.7
Orthogonal polynomials

Creator:

Pomeroy, C. David

Resource Type:

Masters Thesis

Full Text:

function defined as w(x) = i+x xl-x x>O. ¡'o 1 Then m / (1 + x) xdx f / (1 - x) xdx. '-1 '0
Multivariate interpolation

Creator:

Wheelock, James Dickinson

Resource Type:

Masters Thesis

Full Text:

nrtl,on*L funetlsn of the f,oru l(lr) '. (lu+rr1ga...+*irf) I (au+bar*r..+rrr5) lrJ.118e... Jltr
Generalized measures of deformation-rates in torsional flows of viscoelastic fluids between two infinite parallel planes

Creator:

Park, Moon Up

Abstract:

An introduction to the generalized measures of deformation- rates involving not only velocity gradients but also acceleration gradients is given and constitutive equations using these measures have been discussed. These new constitutive equations are then used to study torsional flows of viscoelastic fluids between two infinite parallel planes. In order...

Resource Type:

Masters Thesis

Full Text:

axisymmetric flow with azimuthal variation neglected are p( LI au au au v2)^ m at rz m t rr --- w --)=at ar
Summation and table of finite sums

Creator:

Stalley, Robert Delmer

Resource Type:

Masters Thesis

Full Text:

Committee Dean of the Graduate School ACKOEDGE!'T The writer dshes to eicpreßs his thanks to Dr. W

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Academic Affiliation

Mathematics[remove]160

Advisor

Guenther, Ronald B.15
Peszynska, Malgorzata12
Narasimhan, M. N. L.8
Goheen, Harry6
Goheen, Harry E.5
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Commencement Year

Commencement Year range begin – Commencement Year range end

Current results range from 1933 to 2023

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Unknown 19

Committee Member

Showalter, Ralph8
Higdon, Robert7
Faridani, Adel6
Gibson, Nathan L.6
Showalter, Ralph E.5
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Creator

Showalter, R. E.12
Bohm, Michael2
Constantinescu, Corina D.2
Costa, Timothy B.2
Dray, Tevian2
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Contributor

Dascaliuc, Radu1
Gibson, Nathan L.1
Woodside, C. R.1

Date

Date range begin – Date range end

Current results range from 1933 to 2023

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Decade

2020-202912
2010-201938
2000-20096
1990-199911
1980-198925
1970-197926
1960-196928
1950-19599
1940-19492
1930-19393

Degree Field

Mathematics141
Physics1

Degree Level

Master's85
Doctoral57
Bachelor's1

Degree Name

Master of Science (M.S.)67
Doctor of Philosophy (Ph.D.)57
Master of Arts (M.A.)18
Bachelor of Arts (B.A.)1

File Format

application/pdf2

Language

English [eng]160

License

All rights reserved41
Attribution 4.0 (CC BY 4.0)1
Attribution-NonCommercial 4.0 (CC BY-NC 4.0)1

Non-Academic Affiliation

Oregon State University. Graduate School121

Peer Reviewed

No128
Yes17

Resource Type

Masters Thesis77
Dissertation57
Article17
Capstone Project7
Preprint1
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Rights Statement

Copyright Not Evaluated110
In Copyright50

Subject

Differential equations4
Boundary value problems3
Brownian motion processes3
Finite differences3
Fluid dynamics3
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