In-Progress

1.
A Mathematical Model of Cryospheric Response to Climate Changes; with M. Jaye, M. Phillips, T. Hromadka, III, D. Phillips (Published! See Pub #366)
2.
Comparison of NOAA Atlas 14 to NOAA Atlas 2 for Arid Southwest United States
3.
Desert Rainfall Depth-Area Curve Analysis Using Doppler Radar Data
4.
Real-Time Nodal Point Location Optimization for CVBEM; with Cadets Robert Baxter, Samuel Smith, Joshua Menges; and Hromadka II, T.; Horton, S. (Published! See Pub #368)
5.
Using the CVBEM to Estimate Arrival Time of Groundwater Contamination; with Cadet Stanley Gorzelnik, Civil Engg
6.
Comparison of CVBEM with Node Location Optimization to Fourier Series and Finite Difference Method, with Cadet Thomas Dean; and Hromadka II, T.; Horton, S.; Huang, W.
7.
An Algorithm to Optimize Boundary Element Method Node Locations; with Cadet Thomas Kendall and Hromadka II, T.; Phillips, D. (Published! See Pub #365)
8.
Using Rn CVBEM Theorem in Computational Mathematics; with Bob Whitley
9.
Log-Pearson 3 Confidence Level Simulation; with Bob Whitley
10.
Johnson, N. Anthony, Carroll, M., Jones, L., Papas, N., Thomasy, C., Hromadka II, T.V., Horton, S., Whitley, R. and Johnson, M., 2013, A Computational Approach to Determining CVBEM Approximate Boundaries; Engineering Analysis with Boundary Elements, published online April 2014, Vol. 14, Pgs. 83-89. (Published! See Pub #375)
11.
Hromadka II, T.V., Phillips, M., Rao, P., Espinosa, B., Hromadka III, T., 2013, Rainfall Infiltration Return Frequency Estimates; Atmospheric and Climate Sciences, published online October 2013, Pgs. 595-609. (Published! See Pub # 370)
12.
A conceptual model to estimate long term infiltration into soils subject to distress
13.
What is a Terrace? For use with the Universal Soil Loss Equation
14.
Hromadka II, T.V., McInvale, D., Gatzke, B., Phillips, M., Espinosa, B. 2014, A Cumulative Departure Model of the Cryosphere during the Pleistocene. ASCE Journal of Cold Regions Engineering, published online April 2014.
(Published! See Pub #372).
15.
A Case Study of sediment deposition at a hydraulic jump
16.
Fire Recovery and Slope Sloughing
17.
CVBEM and 3D Potential Problem; (Summer 2013 AIAD Topic)
18.
Using “Off-the-Shelf” Technology to Examine Pickett’s Charge; (Ongoing with: COL S. Horton, R. Perez)
19.
Topletz Matrices and Hydrologic Models
20.
Rainfall Infiltration Threshold and Land Slides (Published! See Pub # 371)
21.
Extending the Complex variable Boundary Element Method (“CVBEM”) to handling mixed boundary conditions [currently collaboration with LTC Johnson]
22.
Extending the CVBEM to handling multiply connected regions
23.
Using a least squares error minimization to fitting problem boundary conditions, with the CVBEM
24.
Examination of an Approach to extending Complex Variable Analytic Functions of a certain Type into Three or Higher Spatial Dimensions
25.
Hromadka II, T.V., McInvale, D., Gatzke, B., Phillips, M., Espinosa, B. 2014, A Cumulative Departure Model of the Cryosphere during the Pleistocene. ASCE Journal of Cold Regions Engineering, published online April 2014. (Published! See Pub #372)
26.
Using the CVBEM to Model Groundwater Flow Mechanics
27.
Using Doppler Radar Data to Develop Depth-Area Relationships for Large Storm Coverage
28.
Perez, R., Hromadka II, T.V., Horton, S. and Phillips, M., 2014, Using Off-the-Shelf Technology to Aid in Interpreting Evidence.
29.
Johnson, A., Hromadka II, T.V. and Horton, S., 2014, Modeling Mixed Boundary Conditions with the Complex Variable Boundary Element Method (CVBEM). (Published! See Pub #379)
30.
Hromadka II, T.V., McInvale, H.D., Phillips, M. and Espinosa, B., 2014, Assessing Global Climate Change in the Cryosphere Using a Cumulative Departure Method Model. (Published! See Pub #378)
31.
Johnson, A. and Hromadka II, T.V., 2014, Solving Torsion Problems Using the CVBEM with Mathematica and MatLAB. (Published! See Pub #377)
32.
Hanus, J.P., Hromadka II, T.V., Phillips, M.D., 2015, Reducing Flood Risk by Use of Better Hydrologic and Hydraulic Data and Methods.
33.
Johnson, A.N., Hromadka II, T.V., Phillips, M., Williams, J., Predicting Thaw Degradation in Algid Climates along Highway Embankments using a Boundary Element Method. (Published! See Pub #384)
34.
McInvale, H.D., Hromadka II, T.V., Phillips, M., Landry, B., Two- and Three- Dimensional Finite Element Groundwater Flow Models with Isothermal Freezing and Thawing. (Published! See Pub #385)
35.
Hromadka II, T.V., Johnson, A.N., Phillips, M., Development of a Multifunction Best Fit Computer Program to Model Sediment Transport Data in Rivers. (Published! See Pub #386)
36.
Rao, P., Hromadka II, T.V., Numerical Modeling of rapidly varying flows using HEC-RAS and WSPG Models. (Published! See Pub #387)
37.
Johnson, A. N., Hromadka II, T.V. and Horton, S., Improved Complex Polynomial Method (CPM) Solution of Potential Problems
38.
Hromadka II, T.V., Bloor, C., Jordan N., Analysis of Stability, Consistency, and Convergence: Diffusion Hydrodynamic Model (DHM)
39.
Wilkens, B.D., Kratch, A., Flowerday, N., Hromadka II, T.V., Whitley, R., Johnson, A., Outing, D., Mcinvale, D., Horton, S., Phillips, M., Assessment of Complex Variables Basis Functions in the Approximation of Ideal Fluid Flow Problems
40.
Rao, P., Hromadka II, T.V.,Huxley, C., Souders, D., Jordan, N., Yen, C.C., Bristow, E., Biering, C., Horton, S., Espinosa, B., Assessment of Computer Modeling Accuracy in Floodplain Hydraulics. (Published See Pub #391)
41.
Williams, J., Hromadka II, T.V., Landry, B., Mogensen, M., Computational Vector Mechanics in Atmospheric and Climate Modeling. (Published! See Pub #392)
42.
McInvale, D., Hromadka II, T.V., Cumulative Departure Model of the Cryosphere During the Pleistocene- an Application in Computational Engineering Mathematics. (Published See Pub #394)
43.
Flowerday, N., Kratch, A., Wilkins, B.D., Greenberg, J., Redmond, B., Baily, A., Hromadka II, T.V., Boucher, R., Johnson, A., McInvale,H.D., Horton, S., A Procedure for Groundwater Model Numerical Testing
44.
Bloor, C., Hromadka II, T.V., Wilkins, B., McInvale, H., CVBEM and FVM Computational Model Comparison for Solving Ideal Fluid Flow in a 90-Degree Bend. (Published! See Pub #397)
45.
Hromadka II, T.V., Rao, P., Assessment of Computer Modeling Accuracy in Floodplain Hydraulics. (Published! See Pub #398)
46.
Hromadka II, T.V., Isenhour, M., Rao. P., Yen, C.C., Crow, M., Computational Biopsy to Validate Large Scale Computational Models of Groundwater Flow
47.
Wilkins, B., Hromadka II, T.V., Hood, K., McInvale, D., Boucher, R., Computational Model of Groundwater Mound Evolution Using the Complex Variable Boundary Element Method and Generalized Fourier Series
48.
Hood, K., Wilkins, B., Hromadka II, T.V., McInvale, D., Boucher, R., Development of an Earthen Dam Break Date Base
49.
Earthen Dam-Break Regression Equation assessment (with CPT Karoline Hood)
50.
Engineering Mathematics Course Notes Text Book. Project leader = MAJ James Williams
51.
CVBEM and the Wave Equation. (with cadet Bryce Wilkins)
52.
Methods for displaying three-dimensional flow vector trajectories
53.
CVBEM and Generalized Fourier Series Solutions of the Wave Equation. (with cadet Bryce Wilkens and LTC R. Boucher)