. "Algorithms, Data Structures, Complexity, And Computability, Modeling Complex Systems"@en . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . "Computational fluids dynamics"@en . . "5.00" . "Learning Outcomes\nThe students will be able to:\n1. Know how to calculate the flow field development on/in bodies with the use of numerical techniques for the discretization of governing equations\n2. Know the fundamental numerical techniques of finite differences and finite volumes\n3. Know the convection - diffusion interpolation schemes\n4. Know the pressure correction scheme\n5. Know how integrated software packages compute the internal and external flows\nGeneral Competences\nApply knowledge in practice\nRetrieve, analyse and synthesise data and information, with the use of necessary technologies\nMake decisions\nWork autonomously\nWork in teams\nWork in an international context\nDesign and manage projects\nCourse Content (Syllabus)\n1. Introduction. Error analysis. Essential algorithms for the solution of system of equations. Numerical integration. 2. Linear and non-linear differential equations. Classification of differential equations governing mass transport and heat transfer phenomena. Typical equations governing convection and diffusion problems. The \"source term\" concept. The importance of boundary conditions and initial conditions. 3. Discretization techniques of differential equations. Taylor expansion. Discretization of first and second order. Error analysis of discretized equations. 4. Finite differences technique. Solution of parabolic, elliptic and hyperbolic flow problems with the use of finite differences technique. Discretization techniques for compressible flow problems. 5. Control volume technique. Numerical integration on a control volume. Control volume techniques adapted for specific problems. The numerical scheme and the interpolation scheme on the control volume technique. The hybrid and the central scheme. Higher order numerical schemes. The SIMPLE and SIMPLEC pressure correction technique. 6. Elements from the grid generation and grid aspects. Classification of grids and grid quality. Transformation from the cartesian to the generalized curvilinear space. Transformation of the fluid flow and heat transfer cartesian equations to the generalized curvilinear forms. The Jacobi determinant. 7. Elements from vector programming. Management of vector units on the computer processor. Programming on a parallel environment for high performance computing. The MPI parallel programming protocol." . . "Hybrid"@en . "TRUE" . . "Integrated Master in Mechanical Engineering"@en . . "https://www.meng.auth.gr/wp-content/uploads/sites/97/2019/01/%CE%9F%CE%B4%CE%B7%CE%B3%CF%8C%CF%82-%CE%A3%CF%80%CE%BF%CF%85%CE%B4%CF%8E%CE%BD-2022-2023_V3.pdf" . "60"^^ . "Presential"@en . "Plz note that only the fifth year ( 9th and 10 Semester ) is documented.The studies of Mechanical Engineering at Aristotle University of Thessaloniki are structured as follows:\n\n1. Core Courses – Study Track Courses – Specialization Courses\n\n1.1. The 1st to the 6th semester of study (first 3 years) include exclusively Core Courses. All Core Courses are compulsory and they sum up to a total of 180 ECTS units. The Core Courses provide basic knowledge of the Mechanical Engineering studies, necessary for every student. The courses are taught through lectures and laboratory exercises.\n\n1.2. The 7th and 8th semesters of study (4th year) include Study Track Courses, which are Compulsory (Y) and Elective (E) and the total number of ECTS units, which must be obtained by each student, is 60. The students, based on the interests, are obliged to choose one of the following Tracks of Study:\n\na) Design and Structures\n\nb) Energy\n\nc) Industrial Management\n\nThe Track Courses provide advanced knowledge in special fields of the science of Mechanical Engineering.\n\n.\n\n1.3. The 9th and 10th semesters of study (5th year) include Compulsory (Y) and Elective (E) Courses. They also include the elaboration of a thesis. The total ECTS units that each student must obtain from the Courses are 30. The Specialization Courses provide further deepening of the students’ knowledge in specialized scientific areas of Mechanical Engineering with parallel development of additional abilities.\n\n1.3.1. The student chooses one of the Specializations with a corresponding statement, depending on the Track of Studies that he/she has chosen in the 4th year of studies. All the courses taken by each student must belong to the Specialization, which he /she has chosen.\n\n1.3.2. The student attends a total of 6 Courses of the Specialization he has chosen. Up to 4 of these courses may be compulsory (Y), while the rest are electives (E).\nGraduates of the Department, depending on the courses, thesis and internship they have chosen, acquire a variety of skills. In particular,\n\na) solving technological problems\nb) shaping, studying and evaluating energy systems,\nc) development of new materials, products, production and machining processes,\nd) development of industrial production organization techniques,\ne) design and analysis in environmental engineering applications,\nf) conducting experimental measurements and evaluating them in mechanical, electrical, environmental and production applications, \ng) conducting research in the science of mechanical engineering, \nh) providing advice in the wider field of mechanical engineering and applications her."@en . . . "1"@en . "FALSE" . . . "Master"@en . "Thesis" . "Not informative" . "no data"@en . "Not informative" . "Recommended" . "NA"@en . "3"^^ . "TRUE" . "Upstream"@en . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .