Bogdan G. Nita, Ph.D.
Affiliations: | 2001 | University of Texas at Dallas, Richardson, TX, United States |
Area:
Mathematics, Astronomy and AstrophysicsGoogle:
"Bogdan Nita"Mean distance: 6776
Parents
Sign in to add mentor| Ivor Robinson | grad student | 2001 | UT Dallas | |
| (Pure gravitational radiation with twisting rays.) | ||||
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Publications
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| Karlson M, Nita BG, Vaidya A. (2020) Numerical Computations of Vortex Formation Length in Flow Past an Elliptical Cylinder Fluids. 5: 157 |
| Nita BG, Allaire R. (2017) On the three dimensional interaction between flexible fibers and fluid flow Fluids. 2: 4 |
| Tasy A, Santamaria GL, Nita BG. (2013) Numerical evaluation of a one-dimensional inverse scattering algorithm for simultaneous seismic imaging and inversion Applied Mathematics and Computation. 219: 5049-5069 |
| Korlie MS, Mukherjee A, Nita BG, et al. (2008) Analysis of flows of ferrofluids under simple shear Magnetohydrodynamics. 51-59 |
| Nita BG, Weglein AB. (2007) Inverse scattering internal multiple attenuation algorithm: An analysis of the pseudo-depth and time monotonicity requirements Seg Technical Program Expanded Abstracts. 26: 2461-2465 |
| Weglein AB, Amundsen L, Liu F, et al. (2007) Inverse scattering sub-series direct removal of multiples and depth imaging and inversion of primaries without subsurface information: Strategy and recent advances Seg Technical Program Expanded Abstracts. 26: 2456-2460 |
| Liu F, Weglein AB, Innanen KA, et al. (2007) A comprehensive strategy for removing multiples and depth imaging primaries without subsurface information: Direct horizontal common image gathers without the velocity or "ironing" Seg Technical Program Expanded Abstracts. 26: 2210-2214 |
| Nita BG. (2007) Analytic continuation of perturbative solutions of acoustic 1D wave equation by means of Padé approximants Applicable Analysis. 86: 41-58 |
| Liu F, Weglein AB, Innanen KA, et al. (2006) Multi-dimensional seismic imaging using the inverse scattering series Seg Technical Program Expanded Abstracts. 25: 3026-3030 |
| Weglein AB, Nita BG, Innanen KA, et al. (2006) Using the inverse scattering series to predict the wavefield at depth and the transmitted wavefield without an assumption about the phase of the measured reflection data or back propagation in the overburden Geophysics. 71: SI125-SI137 |