Numerical modeling of the morphological change in Lhok Nga, west Banda Aceh, during the 2004 Indian Ocean tsunami : understanding tsunami deposits using a forward modeling method by Li, Linlin, Qiu, Qiang, Huang, Zhenhua

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Extensional rheometry of mobile fluids. Part II: Comparison between the uniaxial, planar, and biaxial extensional rheology of dilute polymer solutions using numerically optimized stagnation point microfluidic devices by Haward, Simon J, Varchanis, Stylianos, McKinley, Gareth H, Alves, Manuel A, Shen, Amy Q

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Assessment of critical rainfall scenarios for slope stability analyses based on historical rainfall records in Singapore by Kim, Yongmin, Rahardjo, Harianto, Nistor, Margarit Mircea, Satyanaga, Alfrendo, Leong, Eng Choon, Sham, Aaron Wai Lun

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16.901 Computational Methods in Aerospace Engineering, Spring 2003 by Darmofal, David L.

Subjects: “…numerical integration…”
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Deep reinforcement learning for adaptive mesh refinement by Foucart, Corbin, Charous, Aaron, Lermusiaux, Pierre F.J.

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16.901 Computational Methods in Aerospace Engineering, Spring 2005 by Darmofal, David

Subjects: “…numerical integration…”
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Conical flow modeling for polygonal cross section bodies at off design conditions. by Kamkar, Hamid.

Subjects: “…Boundary value problems Numerical solutions.…”
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A binary level set model and some applications to Mumford-Shah image segmentation by Lie, Johan, Lysaker, Marius, Tai, Xue Cheng

Subjects: “…DRNTU::Science::Mathematics::Applied mathematics::Numerical analysis…”
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16.90 Computational Methods in Aerospace Engineering, Spring 2014 by Willcox, Karen, Wang, Qiqi

Subjects: “…numerical integration…”
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MAS.622 / 1.126J Pattern Recognition & Analysis, Fall 2000 by Massachusetts Institute of Technology. Media Laboratory.

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Atmospheric characterization of cold exoplanets with a 1.5-m space coronagraph by Maire, A. -L., Galicher, R., Boccaletti, A., Baudoz, P., Schneider, J., Cahoy, K., Stam, D., Traub, W.

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Atmospheric characterization of cold exoplanets using a 1.5-m coronagraphic space telescope by Maire, Anne-Lise, Galicher, Raphael, Boccaletti, Anthony, Baudoz, Pierre, Schneider, Jean, Stam, Daphne, Cahoy, Kerri, Traub, Wes

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16.888 / ESD.77 Multidisciplinary System Design Optimization, Spring 2004 by Willcox, Karen, de Weck, Olivier

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16.01-04 Unified Engineering I, II, III, & IV, Fall 2003-Spring 2004 by Hall, Steven Ray, Coleman, Charles P, Drela, Mark, Lundqvist, Ingrid Kristina, Spearing, S Mark, Waitz, Ian A, Young, Peter W

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Phase separation in the putative fractional quantum hall A phases by Simon, S, Balram, A

“…In the process of exploring these wave functions, we have also constructed several new methods for diagnosing phase separation and generating such wave functions numerically. Finally, we uncover a new property of entanglement spectra that can be used as a check for the accuracy of numerics.…”

The structure of hadrons and other potential phases of QCD by Schindler, Stella T.

“…To study these topics, we develop, utilize, and synergize tools in quantum field theory (analytics), lattice gauge theory (numerics), and phenomenology (comparing theory to experiment). …”
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Transient amplification of broken symmetry in elastic snap-through by Wang, Qiong, Giudici, Andrea, Huang, Weicheng, Wang, Yuzhe, Liu, Mingchao, Tawfick, Sameh, Vella, Dominic

“…Surprisingly, our experiments show that this is not always the case: symmetric transitions are also observed. Using experiments, numerics, and a toy model, we show that the symmetry of the transition depends on the rate at which the ends are released, with sufficiently fast loading leading to symmetric snap-through. …”
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Boundary element methods for nonlinear heat conduction in solids by Raghavan, Raghuraman

“…The boundary element method has evolved to become a widely used numerical technique to solve many engineering problems. …”
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A boundary element and radial basis function method for the Cattaneo–Vernotte equation in anisotropic media with spatially varying and temperature dependent properties by Ang, Whye Teong

“…A numerical method based on boundary integral equation formulation and radial basis function approximation is presented for the numerical solution of the Cattaneo–Vernotte hyperbolic equation in anisotropic media with spatially varying and temperature dependent properties. …”
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Ultimate capacities of multiplanar double-x tubular joints by Chong, Chuan Yi.

“…The experimental test was used to verify the numerical results and the numerical analysis was used to perform the parametric study. …”
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