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1.
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A Mathematical Model of Cryospheric Response to Climate Changes; with M. Jaye, M. Phillips, T. Hromadka, III, D. Phillips (Published! See Pub #366)
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2.
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Comparison of NOAA Atlas 14 to NOAA Atlas 2 for Arid Southwest United States
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3.
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Desert Rainfall Depth-Area Curve Analysis Using Doppler Radar Data
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4.
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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)
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5.
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Using the CVBEM to Estimate Arrival Time of Groundwater Contamination; with Cadet Stanley Gorzelnik, Civil Engg
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6.
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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.
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7.
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An Algorithm to Optimize Boundary Element Method Node Locations; with Cadet Thomas Kendall and Hromadka II, T.; Phillips, D. (Published! See Pub #365)
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8.
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Using Rn CVBEM Theorem in Computational Mathematics; with Bob Whitley
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9.
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Log-Pearson 3 Confidence Level Simulation; with Bob Whitley
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10.
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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)
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11.
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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)
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12.
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A conceptual model to estimate long term infiltration into soils subject to distress
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13.
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What is a Terrace? For use with the Universal Soil Loss Equation
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14.
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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). |
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15.
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A Case Study of sediment deposition at a hydraulic jump
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16.
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Fire Recovery and Slope Sloughing
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17.
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CVBEM and 3D Potential Problem; (Summer 2013 AIAD Topic)
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18.
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Using “Off-the-Shelf” Technology to Examine Pickett’s Charge; (Ongoing with: COL S. Horton, R. Perez)
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19.
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Topletz Matrices and Hydrologic Models
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20.
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Rainfall Infiltration Threshold and Land Slides (Published! See Pub # 371)
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21.
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Extending the Complex variable Boundary Element Method (“CVBEM”) to handling mixed boundary conditions [currently collaboration with LTC Johnson]
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22.
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Extending the CVBEM to handling multiply connected regions
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23.
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Using a least squares error minimization to fitting problem boundary conditions, with the CVBEM
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24.
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Examination of an Approach to extending Complex Variable Analytic Functions of a certain Type into Three or Higher Spatial Dimensions
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25.
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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)
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26.
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Using the CVBEM to Model Groundwater Flow Mechanics
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27.
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Using Doppler Radar Data to Develop Depth-Area Relationships for Large Storm Coverage
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28.
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Perez, R., Hromadka II, T.V., Horton, S. and Phillips, M., 2014, Using Off-the-Shelf Technology to Aid in Interpreting Evidence.
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29.
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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)
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30.
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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)
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31.
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Johnson, A. and Hromadka II, T.V., 2014, Solving Torsion Problems Using the CVBEM with Mathematica and MatLAB. (Published! See Pub #377)
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32.
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Hanus, J.P., Hromadka II, T.V., Phillips, M.D., 2015, Reducing Flood Risk by Use of Better Hydrologic and Hydraulic Data and Methods.
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33.
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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)
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34.
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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)
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35.
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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)
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36.
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Rao, P., Hromadka II, T.V., Numerical Modeling of rapidly varying flows using HEC-RAS and WSPG Models. (Published! See Pub #387)
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37.
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Johnson, A. N., Hromadka II, T.V. and Horton, S., Improved Complex Polynomial Method (CPM) Solution of Potential Problems
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38.
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Hromadka II, T.V., Bloor, C., Jordan N., Analysis of Stability, Consistency, and Convergence: Diffusion Hydrodynamic Model (DHM)
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39.
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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
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40.
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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)
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41.
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Williams, J., Hromadka II, T.V., Landry, B., Mogensen, M., Computational Vector Mechanics in Atmospheric and Climate Modeling. (Published! See Pub #392)
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42.
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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)
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43.
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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
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44.
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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)
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45.
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Hromadka II, T.V., Rao, P., Assessment of Computer Modeling Accuracy in Floodplain Hydraulics. (Published! See Pub #398)
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46.
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Hromadka II, T.V., Isenhour, M., Rao. P., Yen, C.C., Crow, M., Computational Biopsy to Validate Large Scale Computational Models of Groundwater Flow
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47.
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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
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48.
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Hood, K., Wilkins, B., Hromadka II, T.V., McInvale, D., Boucher, R., Development of an Earthen Dam Break Date Base
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49.
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Earthen Dam-Break Regression Equation assessment (with CPT Karoline Hood)
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50.
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Engineering Mathematics Course Notes Text Book. Project leader = MAJ James Williams
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51.
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CVBEM and the Wave Equation. (with cadet Bryce Wilkins)
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52.
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Methods for displaying three-dimensional flow vector trajectories
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53.
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CVBEM and Generalized Fourier Series Solutions of the Wave Equation. (with cadet Bryce Wilkens and LTC R. Boucher)
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54.
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Using Numerical Model Nodal Point Locations as Degrees of Freedom in Numerically Solving Potential Type Problems
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55.
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Underpinnings of Basis Function Selection in Modeling Potential Type Problems
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56.
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Quantifying Uncertainty Estimates in Doppler Radar Estimates of Precipitation
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57.
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Using the Digamma function as a potential basis function
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58.
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Using the polygamma function as a potential basis function generator
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59.
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Advances in greedy algorithm application in the CVBEM
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Professor Hromadka's Course Description and Information for United States Military Academy Cadets