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"This book introduces readers to the lattice Boltzmann method (LBM) for solving transport phenomena-flow, heat and mass transfer-in a systematic way. Providing explanatory computer codes throughout the book, the author guides readers through many practical examples, such as:- flow in isothermal and non-isothermal lid-driven cavities;- flow over obstacles;- forced flow through a heated channel;- conjugate forced convection; and- natural convection.Diffusion and advection-diffusion equations are discussed, together with applications and examples, and complete computer codes accompany the sections on single and multi-relaxation-time methods. The codes are written in MatLab. However, the codes are written in a way that can be easily converted to other languages, such as FORTRANm Python, Julia, etc. The codes can also be extended with little effort to multi-phase and multi-physics, provided the physics of the respective problem are known."

"This book is the most comprehensive review of high-resolution schemes based on the principle of Flux-Corrected Transport (FCT). Book describe the development of the classical FCT methodology for convection-dominated transport problems, while the design philosophy behind modern FCT schemes is explained by S.T. Zalesak. The subsequent chapters present various improvements and generalizations proposed over the past three decades. In this new edition, recent results are integrated into existing chapters in order to describe significant advances since the publication of the first edition. Also, 3 new chapters were added in order to cover the following topics, algebraic flux correction for finite elements, iterative and linearized FCT schemes, TVD-like flux limiters, acceleration of explicit and implicit solvers, mesh adaptation, failsafe limiting for systems of conservation laws, flux-corrected interpolation (remapping), positivity preservation in RANS turbulence models, and the use of FCT as an implicit subgrid scale model for large eddy simulations."

"Kebutuhan udara bersih menjadi keharusan di ruang kelas terlebih di era pandemi kemarin. Oleh karena itu dilakukan simulasikan laju aliran di kelas dengan menggunakan air purifier dengan tujuan untuk melihat persebaran dan distribusi dari Age of Air di ruang kelas tersebut. Metode dilakukan dengan pengukuran geometri langsung yang selanjutnya dibuat 3D Model, lalu disimulasikan di ANSYS CFX 2019. Simulasi Computational Fluid Dynamics divariasikan mulai dari ruang kelas tanpa air purifier, 2-unit air purifier dengan perbedaan penempatan dengan laju aliran pada kondisi sebenarnya dan 2 purifier dengan aliran menggunakan perhitungan dari 5 Air Change per Hour. Hasil yang diukur berupa grafik yang didapatkan dari titik koordinat yang tersebar di kelas dan visual dari kontur Age of Air dari bidang area global. Grafik menunjukan bahwa nilai Age of Air paling kecil berada di variasi 2 purifier kondisi sebenarnya dengan geometri B. Sementara nilai Age of Air terbesar dipegang oleh variasi nol purifier dan 2 purifier dengan besar aliran dari perhitungan 5 Air Change per Hour. Kecepatan tertinggi dipegang oleh kedua tipe 2 purifier kondisi sebenarnya pada geometri A dan B, dengan pada geometri A memiliki nilai terbesar pada titik 2, dan geometri B pada titik 5. Kecepatan terendah pada titik 1,3,5 dipegang oleh 2 purifier 5 Air Change per Hour dan pada titik 2,4 dipegang oleh variasi nol purifier Hal ini membuktikan terjadinya sirkulasi dengan disuplainya udara segar ke ruangan dengan visual yang ditunjukan di pintu depan dimana terdapat dua aliran yang memasuki dan keluar ruangan.

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The need for clean air is a must in the classroom, especially in the era of the pandemic. Therefore, it is necessary to simulate the flow rate in the classroom using an air purifier to see the distribution and distribution of Age of Air in the classroom. The method is carried out by building a 3D model, then simulated in ANSYS CFX 2019. The Computational Fluid Dynamics simulations are varied starting from a classroom without an air purifier, 2-unit air purifier with different placements with the flow rate in actual conditions, and 2 purifiers with flow using a calculation of 5 Air Changes per Hour. The measured results are in the form of graphs obtained from coordinate points spread over the class and visuals of Age of Air contours from the global area. The graph shows that the smallest Age of Air value is in the variation of 2 purifiers in actual conditions with geometry B. Meanwhile, the largest Age of Air values ​​are held by variations of zero purifiers and 2 purifiers with a large flow from the calculation of 5 Air Changes per Hour. The highest speed is held by both type 2 purifiers in real conditions at geometry A and B, with geometry A having the largest value at point 2, and geometry B at point 5. The lowest speed at point 1,3,5 is held by 2 purifiers 5 Air Change per hour and at point 2.4 it is held by zero variation of purifier. This proves that circulation occurs by supplying fresh air to the room visually shown at the front door where there are two streams entering and leaving the room."

"This thesis presents an accurate and advanced numerical methodology to remedy difficulties such as direct numerical simulation of magnetohydrodynamic (MHD) flow in computational fluid dynamics (CFD), grid generation processes in tokamak fusion facilities, and the coupling between the surface tension force and Lorentz force in the metallurgical industry. In addition, on the basis of the numerical platform it establishes, it also investigates selected interesting topics, e.g. single bubble motion under the influence of either vertical or horizontal magnetic fields. Furthermore, it confirms the relation between the bubble’s path instability and wake instability, and observes the anisotropic (isotropic) effect of the vertical (horizontal) magnetic field on the vortex structures, which determines the dynamic behavior of the rising bubble.The direct numerical simulation of magnetohydrodynamic (MHD) flows has proven difficult in the field of computational fluid dynamic (CFD) research, because it not only concerns the coupling of the equations governing the electromagnetic field and the fluid motion, but also calls for suitable numerical methods for computing the electromagnetic field. In tokamak fusion facilities, where the MHD effect is significant and the flow domain is complex, the process of grid generation requires considerable time and effort. Moreover, in the metallurgical industry, where multiphase MHD flows are usually encountered, the coupling between the surface tension force and Lorentz force adds to the difficulty of deriving direct numerical simulations."