Introduction to the Program

Maximize your skills and acquire new competences on Finite Volumes Applied to CFD, thanks to TECH Global University"

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The study of finite volumes applied to CFD is important for computer scientists, engineers and scientists who seek to solve flow problems efficiently, understand the strengths and limitations of this technique or develop more advanced technologies through numerical simulation.   

For this reason, TECH Global University has designed a University Course on Finite Volumes applied to CFD to provide students with the necessary skills to be able to perform their work as specialists with the highest possible efficiency and quality. Thus, throughout this program, aspects such as Loops in Transient Regime, Moving Contours, High Order Schemes, Numerical Errors or Wall Models will be addressed.

All this, through a convenient 100% online modality that allows students to organize their schedules and studies, combining them with their other work and interests. In addition, this degree has the most Complete theoretical and practical materials on the market, which facilitates the student's study process and allows them to achieve their objectives quickly and effective. 

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This Postgraduate certificate in Course on Finite Volumes applied to CFD contains the most complete and up-to-date program on the market. The most important features include:

  • The development of practical cases presented by experts in Finite Volumes applied to CFD  
  • The graphic, schematic and practical contents of the program provide Rehabilitation and practical information on those disciplines that are essential for professional practice 
  • Practical exercises where self-assessment can be used to improve learning  
  • Its special emphasis on innovative methodologies
  • Theoretical lessons, questions to the expert, debate forums on controversial topics, and individual reflection assignments 
  • Content that is accessible from any fixed or portable device with an Internet connection  

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The program’s teaching staff includes professionals from sector who contribute their work experience to this educational program, as well as renowned specialists from leading societies and prestigious universities.  

Its multimedia content, developed with the latest educational technology, will provide the professional with situated and contextual learning, i.e., a simulated environment that will provide an immersive education programmed to learn in real situations.   

The design of this program focuses on Problem-Based Learning, by means of which the professional must try to solve the different professional practice situations that are presented throughout the academic course. For this purpose, the student will be assisted by an innovative interactive video system created by renowned experts.      

Access all content on Input and Physical Model Uncertainties from your tablet, mobile or computer"

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Delve into CFD in Application Environments from the comfort of your home or work office at any time of the day"

Syllabus

The structure and the contents of this curriculum have been designed by the renowned professionals that make up TECH Global University team of experts in the area of Computer Science. These specialists have used their extensive experience and state-of-the-art knowledge to create practical and completely innovative content. All of this, based on the most efficient pedagogical methodology, TECH Global University Relearning. 

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Take the opportunity and enroll now in a unique and updated program onCourse on Finite Volumes applied to CFD" 

Module 1. CFD in Application Environments: Finite Volume Methods

1.1. Finite Volume Methods 

1.1.1. Definitions in FVM
1.1.2. MVF in Structures

1.2. Source Terms  

1.2.1. External volumetric forces

1.2.1.1. Gravity, centrifugal force

1.2.2. Volumetric (mass) and pressure source term (evaporation, cavitation, chemical)
1.2.3. Scalar source term

1.2.3.1. Temperature, species 

1.3. Applications of boundary conditions 

1.3.1. Input and Output
1.3.2. Symmetry condition
1.3.3. Wall condition

1.3.3.1. Tax values
1.3.3.2. Values to be solved by parallel calculation
1.3.3.3. Wall models

1.4. Boundary Conditions

1.4.1. Lateral boundary conditions. Dirichlet

1.4.1.1. Scalars
1.4.1.2. Diseases

1.4.2. Boundary conditions with known derivative: Neumann

1.4.2.1. Zero gradient
1.4.2.2. Finite gradient

1.4.3. Cyclic boundary conditions: Born-von Karman
1.4.4. Other boundary conditions: Robin

1.5. Temporary integration

1.5.1. Explicit and implicit Euler
1.5.2. Lax-Wendroff time step and variants (Richtmyer and MacCormack)
1.5.3. Runge-Kutta multi-stage time step

1.6. Upwind Schematics

1.6.1. Riemman's Problem
1.6.2. Main upwind schemes: MUSCL, Van Leer, Roe, AUSM
1.6.3. Design of an upwind spatial scheme

1.7. High order schemes

1.7.1. High-order discontinuous Galerkin
1.7.2. ENO and WENO
1.7.3. High Order Schemes. Advantages and Disadvantages

1.8.  Pressure-velocity convergence loop 

1.8.1. PISA  
1.8.2. SIMPLE, SIMPLER and SIMPLEC
1.8.3. PIMPLE
1.8.4. Transient loops

1.9. Moving contours

1.9.1. Overlocking techniques
1.9.2. Mapping: mobile reference system
1.9.3. Immersed boundary method
1.9.4. Overlapping meshes 

1.10. Errors and uncertainties in CFD modeling

1.10.1. Precision and accuracy
1.10.2. Numerical errors
1.10.3. Input 

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Thanks to the most efficient teaching methodology, you will be able to acquire new knowledge in a precise way and in only few weeks"

Postgraduate Certificate in Course on Finite Volumes applied to CFD

Numerical fluid modeling and simulation is a crucial discipline in engineering, physics and other related areas. Computational Fluid Dynamics (CFD) is a powerful technique used to simulate fluid behavior in a variety of contexts. Finite Volumes (FV) is one of the most common techniques used in CFD, and a specialized undergraduate course in FV applied to CFD can provide students with an in-depth understanding of this technique and its key components. VF is a numerical technique used to solve the Navier-Stokes equations, which describe the behavior of fluids. The VF technique is based on the discretization of the computational domain into a finite-cell grid. The equations are solved at each cell using mass, momentum and energy balance, and then integrated along the interface between the cells to obtain the values at the nodes. The VF technique is very accurate and efficient, and can be used to simulate high velocity and complex fluid flows.

At TECH Global University we have this specialized program designed to provide practical theoretical knowledge to perform accurate and reliable numerical simulations of complex fluid flows. It is an excellent choice for those who wish to acquire specialized skills and develop a successful career in this field.