Luiz Adolfo Hegele Junior

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Produções bibliográficas

• FERRARI, M. A. ; FRANCO, A. T. ; Hegele, L. A. . Turbulent flow inside a cubic lid-driven cavity using moment representation lattice Boltzmann method. PHYSICS OF FLUIDS , v. 36, p. 075104, 2024.

• BAZARIN, RICARDO L. M. ; NAAKTGEBOREN, CHRISTIAN ; JUNQUEIRA, SILVIO L. M. ; PHILIPPI, PAULO CESAR ; HEGELE, LUIZ ADOLFO . Improved lattice Boltzmann model for immiscible multicomponent systems with high viscosity gradients at the interface. PHYSICAL REVIEW E , v. 110, p. 015303, 2024.

• ABDELHAFIZ, MOSTAFA M. ; OPPELT, JOACHIM F. ; BRENNER, GUNTHER ; HEGELE, LUIZ A. . Application of a thermal transient subsurface model to a coaxial borehole heat exchanger system. Geoenergy Science and Engineering , v. 227, p. 211815, 2023.

• FERRARI, MARCO A. ; DE OLIVEIRA, WAINE B. ; LUGARINI, ALAN ; FRANCO, ADMILSON T. ; HEGELE, LUIZ A. . A graphic processing unit implementation for the moment representation of the lattice Boltzmann method. INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN FLUIDS , v. 95, p. 1076-1089, 2023.

• ABDELHAFIZ, MOSTAFA M. ; OPPELT, JOACHIM ; MAHMOUD, O. ; HEGELE, LUIZ A. . Effect of drilling and wellbore geometry parameters on wellbore temperature profile: Implications for geothermal production. Advances in Geo-Energy Research , v. 8, p. 170-180, 2023.

• ABDELHAFIZ, MOSTAFA M. ; OPPELT, JOACHIM F. ; BRENNER, GUNTHER ; HEGELE, LUIZ A. . Numerical investigation of the convective heat transfer coefficient for a concentric annulus with rotating inner cylinder with application in the deep geothermal drilling process. Geoenergy Science and Engineering , v. 231, p. 212413, 2023.

• VARDHAN, MADHURIMA ; GOUNLEY, JOHN ; CHEN, S. JAMES ; NAIR, PRIYA ; WEI, WEI ; HEGELE, LUIZ ; KUSNER, JONATHAN ; KAHN, ANDREW M. ; FRAKES, DAVID ; LEOPOLD, JANE A. ; RANDLES, AMANDA . Evaluation of intracoronary hemodynamics identifies perturbations in vorticity. Frontiers in Systems Biology , v. 2, p. 1, 2022.

• ABDELHAFIZ, MOSTAFA M. ; HEGELE, LUIZ A. ; OPPELT, JOACHIM F. . Temperature Modeling for Wellbore Circulation and Shut-in with Application in Vertical Geothermal Wells. JOURNAL OF PETROLEUM SCIENCE AND ENGINEERING , v. 204, p. 108660, 2021.

• BAZARIN, R.L.M. ; PHILIPPI, P.C. ; RANDLES, A. ; HEGELE, L.A. . Moments-based method for boundary conditions in the lattice Boltzmann framework: A comparative analysis for the lid driven cavity flow. COMPUTERS & FLUIDS , v. 230, p. 105142, 2021.

• ABDELHAFIZ, MOSTAFA M. ; HEGELE, LUIZ A. ; OPPELT, JOACHIM F. . Numerical transient and steady state analytical modeling of the wellbore temperature during drilling fluid circulation. JOURNAL OF PETROLEUM SCIENCE AND ENGINEERING , v. 186, p. 106775, 2020.

• Hegele Jr., L. A. ; SCAGLIARINI, A. ; SBRAGAGLIA, M. ; MATTILA, K. K. ; Philippi, P. C ; PULERI, D. ; GOUNLEY, J. ; RANDLES, A. . High-Reynolds-number turbulent cavity flow using the lattice Boltzmann method. PHYSICAL REVIEW E , v. 98, p. 043101, 2018.

• MATTILA, KEIJO K. ; PHILIPPI, PAULO C. ; HEGELE, LUIZ A. . High-order regularization in lattice-Boltzmann equations. PHYSICS OF FLUIDS , v. 29, p. 046103, 2017.

• MATTILA, KEIJO K. ; HEGELE, LUIZ A. ; PHILIPPI, PAULO C. . Investigation of an entropic stabilizer for the lattice-Boltzmann method. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics (Print) , v. 91, p. 063010, 2015.

• PHILIPPI, P. C. ; Siebert, D. N. ; HEGELE JR, L. A. ; MATTILA, K. K. . High-order lattice-Boltzmann. Journal of the Brazilian Society of Mechanical Sciences and Engineering , v. 38, p. 1401-1419, 2015.

• MATTILA, KEIJO KALERVO ; HEGELE JÚNIOR, LUIZ ADOLFO ; PHILIPPI, PAULO CESAR . High-Accuracy Approximation of High-Rank Derivatives: Isotropic Finite Differences Based on Lattice-Boltzmann Stencils. The Scientific World Journal , v. 2014, p. 1-16, 2014.

• MATTILA, KEIJO K. ; SIEBERT, DIOGO N. ; HEGELE, LUIZ A. ; PHILIPPI, PAULO C. . HIGH-ORDER LATTICE-BOLTZMANN EQUATIONS AND STENCILS FOR MULTIPHASE MODELS. International Journal of Modern Physics C , v. 24, p. 1340006, 2013.

• PHILIPPI, PAULO C. ; MATTILA, KEIJO K. ; SIEBERT, DIOGO N. ; DOS SANTOS, LUÍS O. E. ; HEGELE JÚNIOR, LUIZ A. ; SURMAS, RODRIGO . Lattice-Boltzmann equations for describing segregation in non-ideal mixtures. Journal of Fluid Mechanics (Print) , v. 713, p. 564-587, 2012.

• HEGELE JR, L. A. ; MATTILA, K. ; PHILIPPI, P. C. . Rectangular Lattice-Boltzmann Schemes with BGK-Collision Operator. Journal of Scientific Computing , v. 56, p. 230-242, 2012.

• PHILIPPI, P. C. ; Emerich Dos Santos, L. O. ; Hegele, L. A. ; Pico Ortiz, C. E. ; Siebert, D. N. ; Surmas, R. . Thermodynamic consistency in deriving lattice Boltzmann models for describing segregation in non-ideal mixtures. Philosophical Transactions - Royal Society. Mathematical, Physical and Engineering Sciences (Print) , v. 369, p. 2292-2300, 2011.

• Siebert, D. N. ; Hegele Jr., L. A. ; Philippi, P. C. . Lattice Boltzmann equation linear stability analysis: Thermal and athermal models. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics (Print) , v. 77, p. 026707, 2008.

• PHILIPPI, PAULO CESAR ; HEGELE, LUIZ ADOLFO ; SURMAS, RODRIGO ; SIEBERT, DIOGO NARDELLI ; DOS SANTOS, LUÍS ORLANDO EMERICH . FROM THE BOLTZMANN TO THE LATTICE-BOLTZMANN EQUATION: BEYOND BGK COLLISION MODELS. International Journal of Modern Physics C , v. 18, p. 556, 2007.

• SIEBERT, DIOGO NARDELLI ; HEGELE, LUIZ ADOLFO ; SURMAS, RODRIGO ; DOS SANTOS, LUÍS ORLANDO EMERICH ; PHILIPPI, PAULO CESAR . THERMAL LATTICE BOLTZMANN IN TWO DIMENSIONS. International Journal of Modern Physics C , v. 18, p. 546, 2007.

• Philippi, P. C ; Hegele Jr., L. A. ; L. O. E. DOS SANTOS . From the continuous to the lattice Boltzmann equation: The discretization problem and thermal models. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics (Print) , v. 73, p. 56702, 2006.

• Deggeroni, Maicon Vinicius Ritter ; de Lima Costa Salazar, Juan Pablo ; SIEBERT, DIOGO NARDELLI ; HEGELE JÚNIOR, LUIZ ADOLFO . Turbulent Kinetic Energy Analysis in 2D Lid-Driven Cavity Flow at Re=100,000. Lecture Notes in Mechanical Engineering. 1ed.: Springer International Publishing, 2023, v. , p. 107-117.

• ABDELHAFIZ, MOSTAFA MAGDY ; OPPELT, JOACHIM ; HEGELE, LUIZ ADOLFO . Thermal Analysis of the Wellbore System During Drilling Operations Using an Improved Drilling Simulator. In: ADIPEC, 2022, Abu Dhabi. Day 3 Wed, November 02, 2022, 2022.

• ABDELHAFIZ, MOSTAFA M. ; OPPELT, JOACHIM F. ; Hegele Jr., L. A. . Improved Well Drilling Simulation With Transient Thermal Model For Predicting Wellbore Temperatures. In: CILAMCE-PANACM 2021, 2021, Rio de Janeiro. Proceedings of the XLII Ibero-Latin-American Congress on Computational Methods in Engineering and III Pan-American Congress on Computational Mechanics, ABMEC-IACM, 2021.

• DEGGERONI, M. V. R. ; SALAZAR, J. P. L. C. ; SIEBERT, D. N. ; Hegele Jr., L. A. . TURBULENT KINETIC ENERGY ANALYSIS IN TWO-DIMENSIONAL LID-DRIVEN CAVITY FLOW AT Re=100,000. In: EPTT 2020, 2020, Blumenau. 12th Spring School on Transition and Turbulence, 2020.

• VARDHAN, MADHURIMA ; GOUNLEY, JOHN ; HEGELE, LUIZ ; DRAEGER, ERIK W. ; RANDLES, AMANDA . Moment representation in the lattice Boltzmann method on massively parallel hardware. In: the International Conference for High Performance Computing, Networking, Storage and Analysis, 2019, Denver. Proceedings of the International Conference for High Performance Computing, Networking, Storage and Analysis on - SC '19. New York: ACM Press, 2019. p. 1.

• Salazar, J.P.L.C ; SANTOS, L. O. E. ; LAGO, A. C. ; SIEBERT, D. N. ; Hegele Jr., L. A. . Lattice Boltzmann simulation of a 2D backward facing step at low to moderate Reynolds numbers: a comparison of the stability of BGK and TRT collision operators. In: XL CILAMCE - Ibero-Latin American Congress on Computational Methods in Engineering, 2019, Natal. Proceedings of the XL CILAMCE Ibero-Latin American Congress on Computational Methods in Engineering, 2019.

• CAMPOS, A. A. ; NUNES, V. ; HENDGES, V. ; HEGELE JR, L. A. ; BARBOSA NETO, A. M. ; LAMAS, L. F. . Análise das Vazões de Água e Ar na Simulação do Gas Lift em Bancada Instrumentada. In: 10 edição do Congresso Brasileiro de P&D em Petróleo, Gás e Biocombustíveis - PDPETRO, 2019, Natal. 10 edição do Congresso Brasileiro de P&D em Petróleo, Gás e Biocombustíveis - PDPETRO, 2019.

• HEGELE JR, L. A. ; MATTILA, K. K. ; HEGELE, J. H. ; BAZARIN, R. L. M. ; PHILIPPI, P. C. . Boundary Conditions For High-Order Lattice Boltzmann Models. In: XL CILAMCE - Ibero-Latin American Congress on Computational Methods in Engineering, 2019, Natal. Proceedings of the XL CILAMCE Ibero-Latin American Congress on Computational Methods in Engineering, 2019.

• FAILLA, A. ; HEGELE, LUIZ ADOLFO ; STEFFENS, L. M. . An upscaling technique for heterogeneous porous media based on a finite difference solution for the diffusivity equation. In: XXXVI Iberian Latin-American Congress on Computational Methods in Engineering (CILAMCE 2015), 2015, Rio de Janeiro. Proceedings of the XXXVI Iberian Latin-American Congress on Computational Methods in Engineering, 2015.

• PHILIPPI, PAULO C. ; MATTILA, KEIJO K. ; HEGELE, LUIZ ADOLFO ; SIEBERT, DIOGO N. . Kinetic projection and stability in lattice boltzmann schemes. In: XXXVI Iberian Latin-American Congress on Computational Methods in Engineering (CILAMCE 2015)), 2015, Rio de Janeiro. Proceedings of the XXXVI Iberian Latin-American Congress on Computational Methods in Engineering, 2015.

• TEIXEIRA, Antonio Vinicius Gomes ; SURMAS, RODRIGO ; HEGELE, LUIZ ADOLFO ; PHILIPPI, PAULO CESAR ; SANTOS, Luís O. Emerich . Lattice Boltzmann Simulation of Hydrodynamical Spinodal Decomposistion. In: 19th International Congress of Mechanical Engineering, 2007, Brasília. Proceedings of the 19th International Congress of Mechanical Engineering, 2007. v. 1. p. 1-6.

• Hegele Jr., L. A. ; Surmas, R. ; Siebert, D. N. ; L. O. E. DOS SANTOS ; Philippi, P. C. . Thermal lattice-Boltzmann in two dimensions. In: 15th Discrete Simulation of Fluid Dynamics, 2006, Genebra. Proccedings of 15 th Discrete Simulation in Fluid Dynamics, 2006.

• Philippi, P. C ; Hegele Jr., L. A. ; Surmas, R. ; Siebert, D. N. ; L. O. E. DOS SANTOS . From the continuous to the lattice-Boltzmann equation: beyond BGK collision models. In: 15th Discrete Simulation of Fluid Dynamics, 2006, Genebra. Proceedings of 15th Discrete Simulation of Fluid Dynamics, 2006.

• Philippi, P. C ; L. O. E. DOS SANTOS ; Pico Ortiz, C. E. ; WOLF, F. G. ; Hegele Jr., L. A. ; Surmas, R. ; Siebert, D. N. . Discrete methods in microhydrodynamics. In: 11th Brazilian Congress of Thermal Sciences and Engineering, 2006, Curitiba. Proceedings of the 11th Brazilian Congress of Thermal Sciences and Engineering (CD-ROM), 2006.

• HEGELE, LUIZ ADOLFO ; PHILIPPI, PAULO CESAR ; DOS SANTOS, LUÍS ORLANDO EMERICH . Multiple-relaxation-time lattice-Boltzmann model for immiscible fluids. In: 18th International Congress of Mechanical Engineering, 2005, Ouro Preto - MG. Proceedings of the 18th International Congresso of Mechanical Engineering, 2005. v. CD-ROM. p. 1-8.

• HEGELE JÚNIOR, LUIZ A. ; PHILIPPI, PAULO C. ; DOS SANTOS, LUÍS ORLANDO EMERICH . Modelo de Boltzmann na rede com múltiplos tempos de relaxação para fluidos imiscíveis. In: 10th BRAZILIAN CONGRESS OF THERMAL ENGINEERING AND SCIENCES - ENCIT 2004, 2004, RIO DE JANEIRO. 10th BRAZILIAN CONGRESS OF THERMAL ENGINEERING AND SCIENCES, 2004.

• Philippi, P. C ; MATTILA, KEIJO K. ; HEGELE JR, L. A. . Kinetic projections: the route to high-order regularization in lattice-Boltzmann. In: 26th International Conference on Discrete Simulation of Fluid Dynamics, 2017, Erlangen. Proceedings of the 26th International Conference on Discrete Simulation of Fluid Dynamics, 2017.

• COELHO, R. C. V. ; DORIA, M. ; ILHA, A. ; HEGELE JR, L. A. . A new mathematical basis for the Lattice Boltzmann Method and its application to describe electrons in metals. In: Encontro Nacional de Física da Matéria Condensada, 2015, Foz do Iguaçu. Encontro Nacional de Física da Matéria Condensada, 2015.

• Hegele Jr., L. A. ; MATTILA, KEIJO K. ; Philippi, P. C . Boundary conditions for high-order lattice-Boltzmann equations. In: 24th Discrete Simulation of Fluid Dynamics, 2015, Edinburgo. 24th International Conference on Discrete Simulation of Fluid Dynamics, 2015. v. v1.

• Hegele Jr., L. A. ; MATTILA, KEIJO K. ; Philippi, P. C. . Regularized boundary conditions for high-order lattice-Boltzmann equations. In: 23rd International Conference on Discrete Simulation of Fluid Dynamics (DSFD 2014), 2014, Paris. Proceedings of the 23rd International Conference on Discrete Simulation of Fluid Dynamics (DSFD), 2014.

• MATTILA, KEIJO K. ; Hegele Jr., L. A. ; Philippi, P. C. . A finite-difference lattice-Boltzmann scheme for hydrodynamic simulations. In: 23rd International Conference on Discrete Simulation of Fluid Dynamics (DSFD 2014), 2014, Paris. Proceedings of the 23rd International Conference on Discrete Simulation of Fluid Dynamics, 2014.

• Siebert, D. N. ; MATTILA, KEIJO K. ; Hegele Jr., L. A. ; Philippi, P. C. . Discretization issues in the lattice-Boltzmann formulation of the liquid-vapor phase transition problem. In: 21th International Conference on Discrete Simulation of Fluid Dynamics (DSFD 2012), 2012, Bangalore. Book of Abstracts of the 21th International Conference on Discrete Simulation of Fluid Dynamics (DSFD 2012), 2012.

• Hegele Jr., L. A. ; Siebert, D. N. ; Philippi, P. C. . High Order equilibrium distribution functions in lattice-Boltzmann equation. In: 17th International Conference on the Discrete Simulation of Fluid Dynamics, 2008, Florianópolis. 17th International Conference on the Discrete Simulation of Fluid Dynamics, 2008.

• Siebert, D. N. ; Hegele Jr., L. A. ; Philippi, P. C. . Linear Stability Analysis for some thermal and athermal lattice-Boltzmann models. In: 16th International Conference on the Discrete Simulation of Fluid Dynamics, 2007, Banff. 16th International Conference on the Discrete Simulation of Fluid Dynamics, 2007. v. Único.

• HEGELE, LUIZ ADOLFO ; PHILIPPI, PAULO C. ; L. O. E. DOS SANTOS . Multiple-relaxation-time lattice-Boltzmann model for immiscible fluids. In: ICMMES - International Conference for Mesoscopic Methods in Engineering and Science, 2004, Brauschweig. Proceedings of the International Conference for Mesoscopic Methods in Engineering and Science, 2004.

• PHILIPPI, PAULO C. ; HEGELE, LUIZ ADOLFO ; L. O. E. DOS SANTOS . A new approach for establishing lattice-Boltzmann models from the continuous Boltzmann equation. In: ICMMES - International Conference for Mesoscopic Methods in Engineering and Science, 2004, Braunschweig. Proceeding of the International Conference for Mesoscopic Methods in Engineering and Science, 2004.

• Philippi, P. C. ; Emerich Dos Santos, L. O. ; Surmas, R. ; Hegele Jr., L. A. . Vortex Shedding from Two-Dimensional Obstacles. In: Second Symposium on Computational Modeling of Multi-Scale Phenomena, 2002, Petrópolis. Symposium on Computational Modeling of Multi-Scale Phenomena, 2002.

• Hegele Jr., L. A. . Análise de Imagens de Meios Porosos. In: IX Seminário de Iniciação Científica da UFSC, 1999, Florianópolis. IX Seminário de Iniciação Científica da UFSC - Caderno de Resumos. Florianópolis: Editora da UFSC, 1999. v. Único. p. 342.

• HEGELE JÚNIOR, LUIZ ADOLFO . Como perfurar um poço de petróleo e acertar a lua? A indústria do petróleo e as novas tecnologias (e energias). 2019. (Apresentação de Trabalho/Conferência ou palestra).

• Hegele Jr., L. A. ; Siebert, D. N. ; Philippi, P. C . High Order equilibrium distribution functions in lattice-Boltzmann equation. 2008. (Apresentação de Trabalho/Congresso).

• Siebert, D. N. ; Hegele Jr., L. A. ; Philippi, P. C . Linear Stability Analysis for some thermal and athermal lattice-Boltzmann models. 2007. (Apresentação de Trabalho/Congresso).

Projetos de pesquisa

• 2022 - Atual

  Métodos do Reticulado de Boltzmann para escoamentos incompressíveis, Descrição: Os métodos do reticulado de Boltzmann (MRB) tem provado sua importância em variados ramos da dinâmica dos fluidos tais como escoamentos em geometrias complexas, multicomponentes, multifásicos, térmico, gases rarefeitos, relativísticos e turbulentos. Os MRB mimetizam o fluido utilizando uma forma discreta da equação de Boltzmann e simulam de uma diferente dos modelos de dinâmica dos fluidos computacional tradicionais, que discretizam diretamente as equações de Navier-Stokes. Pretende-se resolver, na equação do reticulado de Boltzmann, a função distribuição de partículas cujos primeiros momentos são a densidade, aqui proporcional à pressão, e a velocidade. Neste projeto utilizarei os MRB para a simulação de fluidos. Foi verificada por mim uma grande melhora na estabilidade dos MRB quando aplicamos uma condição de incompressibilidade. Faremos a modelagem de escoamentos incompressíveis --problema intrinsecamente elíptico-- utilizando uma abordagem heurística dentro de uma estrutura hiperbólica, a equação de Boltzmann. Para provar a capacidade dos novos modelos, farei comparações e testes do modelo proposto com resultados analíticos, computacionais e experimentais.. , Situação: Em andamento; Natureza: Pesquisa. , Alunos envolvidos: Graduação: (1) / Mestrado acadêmico: (2) . , Integrantes: Luiz Adolfo Hegele Júnior - Coordenador.

• 2019 - 2022

  Condições de contorno para o método do reticulado de Boltzmann, Descrição: A classe dos metodos do reticulado de Boltzmann (MRB) tem provado sua importancia em variados ramos da dinamica dos fluidos. Os MRB simulam o fluido utilizando uma forma discreta da equacao de Boltzmann, diferentemente dos modelos de dinamica dos fluidos computacional tradicionais, que discretizam diretamente as equacoes de Navier-Stokes. Apesar da sua relevancia e de bem estabelecidos, os MRB ainda carecem da sistematizacao e formalizacao das varias condicoes de contorno geralmente aplicadas em problemas termo-fluidodinamicos. Isso e valido tanto para modelos padrao como para modelos de alta ordem. Neste projeto, além da sistematizacao e ampliacao das condicoes de contorno para modelos do reticulado de Boltzmann, resultados comparáveis à literatura recente servirao como parametro para este projeto. Perfis de velocidade e outros observaveis em escoamentos em torno de cilindro, escoamento em dutos e anulares, muito importantes para a industria do petroleo e gas, assim como o escoamento em uma cavidade cubica serao parte dos principais resultados deste trabalho. A quantificacao da dissipacao de energia e energia cinetica turbulenta tambem serao buscadas ao longo deste projeto.. , Situação: Concluído; Natureza: Pesquisa. , Alunos envolvidos: Graduação: (2) / Mestrado acadêmico: (1) . , Integrantes: Luiz Adolfo Hegele Júnior - Coordenador., Número de produções C, T & A: 2