Spatiotemporal Interpolation Methods for the Application of Estimating Population Exposure to Fine Particulate Matter in the Contiguous U.S. and a Real-Time Web Application
Reinhard E. Piltner
Part of the Mathematics Commons
Works by Reinhard E. Piltner in Mathematics
2018
Comparison of Deterministic and Stochastic Spatiotemporal Interpolation Methods for Ozone in the Conterminous U.S.
Reinhard E. Piltner
Spatiotemporal Interpolation and Constraint Databases for a GIS Application: Ozone in the Contiguous U.S.
Reinhard E. Piltner
Comparison of Deterministic and Stochastic Spatiotemporal Interpolation Methods for Ozone in the Conterminous U.S.
Reinhard E. Piltner
Development of Finite Element Models of Implants and Bones with Distributed Strength for Minimally Invasive Knee Replacement Surgery
Reinhard E. Piltner
Spatiotemporal Interpolation and Constraint Databases for a GIS Application: Ozone in the Contiguous U.S.
Reinhard E. Piltner
2016
2015
Fast Inverse Distance Weighting-Based Spatiotemporal Interpolation: A Web-Based Application of Interpolating Daily Fine Particulate Matter PM2.5 in the Contiguous U.S. Using Parallel Programming and k-d Tree
Reinhard E. Piltner
A Spatiotemporal Interpolation Method Using Radial Basis Functions for Geospatiotemporal Big Data
Reinhard E. Piltner
2014
A Spatiotemporal Interpolation Method Using Radial Basis Functions for Geospatiotemporal Big Data
Reinhard E. Piltner
2013
Constructing Harmonic and Biharmonic Functions for Plane Deformations in a Snake Segmentation Tool
Reinhard E. Piltner
2011
2009
Solving Plate Bending Problems With Discretized Cauchy Integrals
Department of Mathematical Sciences Faculty Publications
2008
Some Remarks on Complex Solution Representations in Elasticity and Their Use for Numerical Methods
Reinhard E. Piltner
2007
The Use of Discretized Cauchy Integrals for Finite Elements
Department of Mathematical Sciences Faculty Presentations
2006
2005
Image Based Modeling of Abdominal Aortic Aneurysms
Department of Mathematical Sciences Faculty Publications
Image Based Modeling of Abdominal Aortic Aneurysms
Department of Mathematical Sciences Faculty Presentations
A Comparison of Mixed-Enhanced Finite Elements
Department of Mathematical Sciences Faculty Presentations
2004
Development of Finite Element Models of Implants and Bones with Distributed Strength for Minimally Invasive Knee Replacement Surgery
Department of Mathematical Sciences Faculty Presentations
2003
Computational Modeling of Novel Implants for Minimally Invasive Knee Replacement Surgery
Reinhard E. Piltner
The Derivation of Special Purpose Element Functions using Complex Solution Representations
Reinhard E. Piltner
2002
Discussion of “Development of Four-Node Membrane Element Containing Central Circular Hole” by A. K. Soh and Z. F. Long
Reinhard E. Piltner
Low Order Mixed Enhanced Finite Elements for Two- and Three-Dimensional Problems
Reinhard E. Piltner
Low Order Mixed Enhanced Finite Elements for Two- and Three-Dimensional Problems
Reinhard E. Piltner
2001
Comments on “Development of Two-Dimensional Elements with a Central Circular Hole"
Reinhard E. Piltner
Mixed Finite Elements with Holes and Inclusions for the Analysis of Heterogeneous Materials
Reinhard E. Piltner
An Accurate Low Order Plate Bending Element with Thickness Change and Enhanced Strains
Reinhard E. Piltner
Overview about Solution Representations for Elasticity Problems and Some Selected Particular Solutions
Reinhard E. Piltner
2000
An Alternative Version of the Pian-Sumihara Element with a Simple Extension to Non-linear Problems
Reinhard E. Piltner
Comments on “Series Solutions for a Transversely Loaded and Completely Clamped Thick Rectangular Plate Based on the Three-Dimensional Theory of Elasticity”
Reinhard E. Piltner
Triangular Finite Elements with Rotational Degrees of Freedom and Enhanced Strain Modes
Reinhard E. Piltner
An Implementation of Mixed Enhanced Finite Elements with Strains Assumed in Cartesian and Natural Element Coordinates using Sparse B(overline)-Matrices
Reinhard E. Piltner
1999
Mixed Enhanced Finite Elements with Strains Assumed in Cartesian and Natural Element Coordinates
Reinhard E. Piltner
Two- and Three-Dimensional Mixed Enhanced Finite Elements with Orthogonal Stress and Strain Functions
Reinhard E. Piltner
A Systematic Construction of B-Bar Functions for Linear and Non-linear Mixed-enhanced Finite Elements for Plane Elasticity Problems
Reinhard E. Piltner
Mixed Enhanced Finite Elements with Strains Assumed in Cartesian and Natural Element Coordinates
Reinhard E. Piltner
1998
Efficient Versions of Mixed Enhanced Finite Elements with Strains Assumed in Cartesian and Natural Element Coordinates
Reinhard E. Piltner
Experimental and Numerical Analysis on the Influence of Local Stress Concentrations on Crack Initiation in Welded Steel Beam Column Connection
Reinhard E. Piltner
Experimental and Numerical Analysis on the Influence of Local Stress Concentrations on Crack Initiation in Welded Steel Beam Connections
Reinhard E. Piltner
Efficient Versions of Mixed Enhanced Finite Elements with Strains Assumed in Cartesian and Natural Element Coordinates
Reinhard E. Piltner
1997
A Quadrilateral Mixed Enhanced Finite Element with Strains Assumed in Cartesian Coordinates
Reinhard E. Piltner
On the Systematic Construction of Trial Functions for Hybrid Trefftz Shell Elements
Reinhard E. Piltner
1996
On the Systematic Construction of Trial Functions for Hybrid Trefftz Shell Elements
Reinhard E. Piltner
On the Systematic Construction of Trial Functions for Hybrid Trefftz Shell Elements
Reinhard E. Piltner
1995
New Developments in Enhanced Strain Finite Elements for Linear and Non-Linear Applications
Reinhard E. Piltner
Recent Developments in the Trefftz-Method for Finite Element and Boundary Element Applications
Reinhard E. Piltner
1994
Trefftz-Type Boundary Elements for the Evaluation of Symmetric Coefficient Matrices
Reinhard E. Piltner
1992
On the Systematic Construction of Stress, Strain and Displacement Functions in Trefftz-Type Finite and Boundary Element Methods
Reinhard E. Piltner
The Use of Trefftz-Type Boundary Elements for the Evaluation of Symmetric Coefficient Matrices
Reinhard E. Piltner
A Quadrilateral Hybrid Plate Bending Element for the Inclusion of Warping Based on a Three-Dimensional Plate Formulation
Reinhard E. Piltner
1991
The Use of a Three-Dimensional Plate Formulation for the Inclusion of Warping and Transverse Shear Deformations in Hybrid Plate Bending Elements
Reinhard E. Piltner
The Inclusion of Shear Deformations in a Plate Bending Boundary Element Algorithm
Reinhard E. Piltner
1990
The Inclusion of Shear Deformations in a Plate Bending Boundary Element Algorithm
Reinhard E. Piltner
The Solution of Plate Bending Problems with the Aid of a Boundary Element Algorithm Based on Singular Complex Functions
Reinhard E. Piltner
The Solution of Plate Bending Problems with the Aid of a Boundary Element Algorithm Based on Singular Complex Functions
Reinhard E. Piltner
The Use of the Cauchy Integral Formula to Construct Boundary Element Procedures in Elasticity
Reinhard E. Piltner
A Boundary Element Algorithm Using Compatible Boundary Displacements and Tractions
Reinhard E. Piltner
The Evaluation of Stiffness Matrices for Elasticity Problems with the Aid of Boundary Integrals
Reinhard E. Piltner
The Evaluation of Stiffness Matrices for Elasticity Problems with the Aid of Boundary Integrals
Reinhard E. Piltner
1989
A Boundary Element Algorithm for Plate Bending Problems Based on Cauchy’s Integral Formula
Reinhard E. Piltner
A Boundary Element Algorithm for Plate Bending Problems Based on Cauchy’s Integral Formula
Reinhard E. Piltner
A Boundary Element Procedure for Plane Elasticity Based on Cauchy’s Integral Formula
Reinhard E. Piltner
On the Representation of Three-Dimensional Elasticity Solutions with the Aid of Complex Valued Functions
Reinhard E. Piltner
A Boundary Element Procedure for Plane Elasticity Based on Cauchy’s Integral Formula
Reinhard E. Piltner
1988
The Application of a Complex 3-Dimensional Elasticity Solution Representation for the Analysis of a Thick Rectangular Plate
Reinhard E. Piltner
The Representation of Three-Dimensional Elastic Displacement Fields with the Aid of Complex Valued Functions for Several Curvilinear Coordinates
Reinhard E. Piltner
1987
The Use of Complex Valued Functions for the Solution of Three-Dimensional Elasticity Problems
Reinhard E. Piltner
1985
1984
Spezielle problem angepaßte finite Elemente unter Verwendung von analytischen Teillösungen
Reinhard E. Piltner
