Why Trucks Don't Hit Power Lines and the Utility of Catenaries to Electric Utilities the Utility of Catenaries to Electric Utilities
Lorraine Braselton
Part of the Physical Sciences and Mathematics Commons
Works by James P. Braselton in Physical Sciences and Mathematics
2021
Visualization of Symmetric and Antisymmetric Lamb Waves Via the Elastodynamic Poynting Vector
Cleon Dean
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell: Color Coding of the Poynting Vector Field
Cleon Dean
Visualization of the Energy Flow for Guided Surface and Fluid Waves: Comparison and Contrast of Conventional Vector Field Vs. Color Coded Representation of the Poynting Vector
Cleon Dean
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
Cleon Dean
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
Cleon Dean
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
Cleon Dean
Visualization of a Symmetric and Antisymmetric Lamb Waves via the Elastodynamic Poynting Vector
Cleon Dean
The elastodynamic Poynting vector bridges the gap in student understanding of complex wave phenomena
Cleon Dean
The elastodynamic Poynting vector bridges the gap in student understanding of complex wave phenomena
Cleon Dean
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field: Preliminary results
Cleon Dean
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field: Preliminary results
Cleon Dean
Energy flux streamlines versus acoustic rays for modeling interaction with rigid boundaries: a Lloyd’s mirror experiment
Cleon Dean
Visualization of the energy flow for guided waves near the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Cleon Dean
Visualization of the energy flow for guided waves near the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Cleon Dean
Energy flux streamlines vs. the alternatives for the visualization of energy flow in acoustical scattering problems: Simple examples
Cleon Dean
Energy flux streamlines vs. the alternatives for the visualization of energy coupling at and inside the surface of an ensonified fluid loaded elastic cylindrical shell with vacuum interior: Preliminary results
Cleon Dean
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Cleon Dean
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Cleon Dean
Energy flux streamlines versus acoustic rays for modeling interaction with rigid boundaries: a Lloyd’s mirror experiment
James P. Braselton
Energy flux streamlines vs. the alternatives for the visualization of energy coupling at and inside the surface of an ensonified fluid loaded elastic cylindrical shell with vacuum interior: Preliminary results
James P. Braselton
Energy flux streamlines vs. the alternatives for the visualization of energy flow in acoustical scattering problems: Simple examples
James P. Braselton
The energy flow for a spherical acoustic lens: ray and wave methods vs. experiment
James P. Braselton
The elastodynamic Poynting vector bridges the gap in student understanding of complex wave phenomena
James P. Braselton
The elastodynamic Poynting vector bridges the gap in student understanding of complex wave phenomena
James P. Braselton
Visualization of the energy flow for guided waves near the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
James P. Braselton
Visualization of the energy flow for guided waves near the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
James P. Braselton
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field: Preliminary results
James P. Braselton
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field: Preliminary results
James P. Braselton
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
James P. Braselton
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
James P. Braselton
2020
2018
Poynting Vector Fields in a Perpendicularly Ensonified Fluid Loaded Elastic Cylinder
James P. Braselton
Visualization of the Energy Flow for Guided Surface and Fluid Waves: Comparison and Contrast of Conventional Vector Field Vs. Color Coded Representation of the Poynting Vector
James P. Braselton
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
James P. Braselton
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
James P. Braselton
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell: Color Coding of the Poynting Vector Field
James P. Braselton
2017
Visualization of Symmetric and Antisymmetric Lamb Waves Via the Elastodynamic Poynting Vector
James P. Braselton
Visualization of the Energy Flow for Guided Surface and Fluid Waves: Comparison and Contrast of Conventional Vector Field Vs. Color Coded Representation of the Poynting Vector
James P. Braselton
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
James P. Braselton
Why Trucks Don’t Hit Power Lines and the Utility of Catenaries to Electric Utilities
James P. Braselton
Integrating a Computer Algebra System into a Calculus Sequence: Differential and Integral Calculus
James P. Braselton
Changing the Landscape of Calculus and Differential Equations or How Spiders Catch Flies in the 21st Century
James P. Braselton
Computer Laboratory Experiences in Mathematical Modeling in Differential Equations
James P. Braselton
Randomly Walking through Wall Street: Comparing Lump-Sum Versus Dollar-Cost Average Investment, Part II
James P. Braselton
Randomly Walking through Wall Street: Comparing Lump-Sum Versus Dollar-Cost Average Investment, Part I
James P. Braselton
Visualization of a Surface Wave in an Elastic Medium via the Complex Poynting Vector
James P. Braselton
Visualization of a Symmetric and Antisymmetric Lamb Waves via the Elastodynamic Poynting Vector
James P. Braselton
2016
2015
The Energy Flow for a Spherical Acoustic Lens: Ray and Wave Methods vs Experiment
James P. Braselton
Energy Flux Streamlines versus the Alternatives for the Visualization of Energy Flow in Acoustical Scattering Problems: Simple Examples
James P. Braselton
Energy Flux Streamlines vs the Alternatives for the Visualization of Energy Coupling at and Inside the Surface of an Ensonified Fluid Loaded Elastic Cylindrical Shell with Vacuum Interior: Preliminary Results
James P. Braselton
Energy Flux Streamlines versus the Alternatives for the Visualization of Energy Flow in Acoustical Scattering Problems: Simple Examples
Cleon Dean
Energy Flux Streamlines vs the Alternatives for the Visualization of Energy Coupling at and Inside the Surface of an Ensonified Fluid Loaded Elastic Cylindrical Shell with Vacuum Interior: Preliminary Results
Cleon Dean
Energy Flux Streamlines versus Acoustic Rays for Modeling Interaction with Rigid Boundaries: Near Field of Sound from a Circular Loudspeaker
Cleon Dean
Energy Flux Streamlines versus Acoustic Rays for Modeling Interaction with Rigid Boundaries: A Lloyds Mirror Experiment
Cleon Dean
2014
Competition in the Chemostat: A Comparison of Inhibitory and Lethal Offensive Strategies
Martha L. Abell
Comparing the Effects of Interactive and Noninteractive Complementary Nutrients on Growth in a Chemostat
Martha L. Abell
Competition in the Chemostat: A Comparison of Inhibitory and Lethal Offensive Strategies
James P. Braselton
Energy Flux Streamlines versus Acoustic Rays for Modeling Interaction with Rigid Boundaries: A Lloyds Mirror Experiment
James P. Braselton
Comparing the Effects of Interactive and Noninteractive Complementary Nutrients on Growth in a Chemostat
James P. Braselton
Competition in the Chemostat: A Comparison of Inhibitory and Lethal Offensive Strategies
Lorraine Braselton
Comparing the Effects of Interactive and Noninteractive Complementary Nutrients on Growth in a Chemostat
Lorraine Braselton
2013
Energy Flux Streamlines Versus Acoustic Rays for Modeling Interaction With Rigid Boundaries: Near Field of Sound From a Circular Loudspeaker
James P. Braselton
Energy Flux Streamlines Versus Acoustic Rays for Modeling Interaction With Rigid Boundaries: Near Field of Sound From a Circular Loudspeaker
Cleon Dean
2012
Energy flux streamlines versus acoustic rays for modeling interaction with rigid boundaries: a Lloyd’s mirror experiment
Department of Physics and Astronomy Faculty Presentations
2011
Energy flux streamlines vs. the alternatives for the visualization of energy flow in acoustical scattering problems: Simple examples
Department of Physics and Astronomy Faculty Presentations
2010
Energy Flux Streamlines versus the Alternatives for the Visualization of Energy Coupling Inside and Outside the Surface of an Ensonified Spherical Acoustic Lens: Preliminary Results
James P. Braselton
2009
Energy flux streamlines vs. the alternatives for the visualization of energy coupling at and inside the surface of an ensonified fluid loaded elastic cylindrical shell with vacuum interior: Preliminary results
Department of Physics and Astronomy Faculty Presentations
The energy flow for a spherical acoustic lens: ray and wave methods vs. experiment
Department of Physics and Astronomy Faculty Presentations
Introductory Differential Equations with Boundary Value Problems
Department of Mathematical Sciences Faculty Bookshelf
2008
An improved method of visualizing the energy flow: the Rayleigh wave
Department of Physics and Astronomy Faculty Presentations
The energy flow for a spherical acoustic lens: ray vs. wave methods
Department of Physics and Astronomy Faculty Presentations
2007
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Department of Physics and Astronomy Faculty Presentations
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field: Preliminary results
Department of Physics and Astronomy Faculty Presentations
The energy flow for guided waves at and inside the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Department of Physics and Astronomy Faculty Publications
2006
Visualization of the energy flow for guided waves near the surface of an ensonified fluid loaded elastic cylindrical shell via the Poynting vector field
Department of Physics and Astronomy Faculty Presentations
2005
The elastodynamic Poynting vector bridges the gap in student understanding of complex wave phenomena
Department of Physics and Astronomy Faculty Presentations
2004
Selective Mating in a Continuous Model of Epistasis
Department of Mathematical Sciences Faculty Presentations
2003
2002
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell: Color Coding of the Poynting Vector Field
Department of Mathematical Sciences Faculty Presentations
The Predator-Prey Model of Kolmogorov Type
Department of Mathematical Sciences Faculty Presentations
A Host-Parasite Relationship With a Lethal Host
Department of Mathematical Sciences Faculty Presentations
2001
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
Department of Mathematical Sciences Faculty Presentations
The Identification of Calcium Oscillators in Immature Rat Cranial Sutures
Department of Mathematical Sciences Faculty Presentations
The Identification of Calcium Oscillators in Immature Rat Cranial Sutures
Department of Mathematical Sciences Faculty Presentations
A Fractal Analysis of Human Cranial Sutures
Department of Mathematical Sciences Faculty Presentations
The Identification of Calcium Oscillators in Immature Rat Cranial Sutures
Department of Mathematical Sciences Faculty Publications
2000
Mathematical Modeling in Courses Beyond College Algebra
Department of Mathematical Sciences Faculty Presentations
Population Modeling with a Computer Algebra System
Department of Mathematical Sciences Faculty Presentations
Visualization of the Energy Flow for a Guided Forward Wave in and Around a Fluid Loaded Elastic Cylindrical Shell
Department of Mathematical Sciences Faculty Presentations
The Use of Simulations in the Statistics Classroom
Department of Mathematical Sciences Faculty Presentations
Mathematical Modeling Beyond College Algebra
Department of Mathematical Sciences Faculty Presentations
The Use of Biological Applications in Differential Equations
Department of Mathematical Sciences Faculty Presentations
1999
Visualization of the Energy Flow in an Around a Fluid Loaded Elastic Sphere
Department of Mathematical Sciences Faculty Presentations
Poynting Vector Fields in a Perpendicularly Ensonified Fluid Loaded Elastic Cylinder
Department of Mathematical Sciences Faculty Presentations
Poynting vector fields in a perpendicularly ensonified fluid loaded elastic cylinder
Department of Physics and Astronomy Faculty Publications
1998
The Energy Flow Inside an Ensonified Fluid Loaded Elastic Sphere
Department of Mathematical Sciences Faculty Presentations
Visualization of the Energy Flux in an Ensonified Fluid-Loaded Elastic Sphere
Department of Mathematical Sciences Faculty Presentations
Randomly Walking through Wall Street: A Comparison of Investment Strategies
Department of Mathematical Sciences Faculty Presentations
Randomly Walking through Wall Street: Comparing Lump-Sum Versus Dollar-Cost Average Investment, Part II
Department of Mathematical Sciences Faculty Presentations
Randomly Walking through Wall Street: Comparing Lump-Sum Versus Dollar-Cost Average Investment, Part I
Department of Mathematical Sciences Faculty Presentations
Using Mathematica to Calculate the Exact Distribution of Cochran’s Q Statistic
Department of Mathematical Sciences Faculty Presentations
Technology: Where Have We Been? Where Are We Going?
Department of Mathematical Sciences Faculty Presentations
1997
Visualization of Elastic Waves via the Poynting Vector
Department of Mathematical Sciences Faculty Presentations
Visualization of a Symmetric and Antisymmetric Lamb Waves via the Elastodynamic Poynting Vector
Department of Mathematical Sciences Faculty Presentations
1996
Visualization of a Surface Wave in an Elastic Medium via the Complex Poynting Vector
Department of Mathematical Sciences Faculty Presentations
Technology in Advanced Mathematics Courses
Department of Mathematical Sciences Faculty Presentations
Differential Equations: Concepts, Technology, and Applications
Department of Mathematical Sciences Faculty Presentations
Differential Equations: Technology and Concepts
Department of Mathematical Sciences Faculty Presentations
1995
Changing the Landscape of Calculus and Differential Equations or How Spiders Catch Flies in the 21st Century
Department of Mathematical Sciences Faculty Presentations
Projects in the Undergraduate Mathematics Curriculum
Department of Mathematical Sciences Faculty Presentations
Computer Laboratory Experiences in Mathematical Modeling in Differential Equations
Department of Mathematical Sciences Faculty Presentations
1994
A Structured Approach to Experiments in Differential Equations
Department of Mathematical Sciences Faculty Presentations
Incorporating Science and Engineering Design into the Mathematics Curriculum
Department of Mathematical Sciences Faculty Presentations
Some Differences Between Polynomial and Trigonometric Functions
Department of Mathematical Sciences Faculty Presentations
Projects in Differential Equations using Maple/Mathematica, Part II
Department of Mathematical Sciences Faculty Presentations
Projects in Differential Equations using Maple/Mathematica, Part I
Department of Mathematical Sciences Faculty Presentations
Laboratory Approaches in Differential Equations
Department of Mathematical Sciences Faculty Presentations
Differential Equations: A Technological Approach
Department of Mathematical Sciences Faculty Presentations
1993
Advancing the Study of Differential Equations with Technology
Department of Mathematical Sciences Faculty Presentations
Graphing Quadric Surfaces with Mathematica
Department of Mathematical Sciences Faculty Presentations
Topics in Applied Mathematics with Mathematica
Department of Mathematical Sciences Faculty Publications
Technology in the Mathematics Curriculum at Georgia Southern University
Department of Mathematical Sciences Faculty Publications
Implementing Calculus as Formal Laboratory Courses using Mathematica
Department of Mathematical Sciences Faculty Publications
1992
Solving Real-Life Problems with Computer Technology
Department of Mathematical Sciences Faculty Presentations
Consultant’s Corners: Decision Making in Mathematics
Department of Mathematical Sciences Faculty Presentations
Problems in Applied Mathematics with Mathematica
Department of Mathematical Sciences Faculty Presentations
Solving Problems in Applied Mathematics with Mathematica
Department of Mathematical Sciences Faculty Presentations
Introducing a Computer Lab into the Calculus Sequence, II
Department of Mathematical Sciences Faculty Presentations
1991
Integrating Technology into the Mathematics Curriculum
Department of Mathematical Sciences Faculty Publications
Integrating a Computer Algebra System into the Calculus Curriculum
Department of Mathematical Sciences Faculty Presentations
Integrating Technology into the Mathematics Curriculum
Department of Mathematical Sciences Faculty Presentations
Implementing Calculus as Formal Laboratory Courses Using Mathematica
Department of Mathematical Sciences Faculty Presentations
Integrating a Computer Algebra System into a Calculus Sequence: Differential and Integral Calculus
Department of Mathematical Sciences Faculty Publications
Integrating Computer Algebra Systems into the Calculus Sequence
Department of Mathematical Sciences Faculty Presentations
Implementing Technology into the Mathematics Classroom
Department of Mathematical Sciences Faculty Presentations