Do you want to specialize in areas such as aeronautics, automotive, marine and space? This Postgraduate certificate is the first step”

CFD Techniques for Pre-Design and Analysis in Computational Fluid Mechanics are fundamental tools in modern engineering, and their use has become increasingly common in solving complex fluid problems in various industries. Computational Fluid Mechanics (CFD) is a constantly evolving field that seeks to improve accuracy and efficiency in the analysis and design of systems involving fluids. Currently, CFD is essential in areas such as aeronautics, automotive, energy and environment. 

In order to respond to the current needs of the engineer, this program of CFD Techniques for Pre-design and Analysis in Computational Fluid Mechanics is presented. In this way, this program aims to provide engineers with the necessary fluid simulation tools to solve problems in the design of products and systems, allowing them to reduce costs and development times.  

In addition, the program is developed in a 100% online format, which allows the student to access the content from anywhere and at any time, and has the Relearning methodology, focused on active learning and practical application of the knowledge acquired. In this way, the engineer will obtain cutting-edge and solid education in highly relevant topics such as CFD theory, simulation of incompressible and compressible flows, simulation of heat transfer and simulation of fluid-structure interaction. 

Become a leader in the engineering industry with the skills acquired in this program!”

This Postgraduate certificate in Mechanics of Deformable Solids 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 Civil Engineering
• The graphic, schematic, and practical contents with which they are created, provide scientific and practical information on the 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 course, discussion forums on controversial issues and individual reflection papers
• Content that is accessible from any fixed or portable device with an Internet connection

 Are you looking for a comprehensive program in deformable solid mechanics? With TECH it is possible”

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

The 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 immersive education programmed to learn in real situations.

This program is designed around Problem-Based Learning, whereby the professional must try to solve the different professional practice situations that arise during the academic year For this purpose, the students will be assisted by an innovative interactive video system created by renowned and experienced experts.  

You will develop specialized skills in beam theory and stress and deformation analysis”

Become a highly skilled engineer with this online course”

TECH has designed an educational program that offers a wide range of topics including beam theory, deformation, stresses, kinematic relationships and constitutive relationships. In addition, students will also learn more about local and global stress analysis, as well as the behavior of materials under various loads and conditions. In addition, thanks to the Relearning methodology in which it is taught, it allows graduates to adapt their schedules and balance them with other responsibilities. 

You will acquire essential knowledge to ensure safety and prevent accidents in various structures and systems”

Module 1. Mechanics of Deformable Solids

1.1. Basic Concepts 

1.1.1. Structural Engineering 
1.1.2. Concept of Continuous Medium 
1.1.3. Surface and Volume Forces 
1.1.4. Lagrangian and Eulerian Formulations 
1.1.5. Euler's Laws of Motion 
1.1.6. Integral Theorems 

1.2. Deformations 

1.2.1. Deformation: Concept and Elementary Measurements 
1.2.2. Displacement Field 
1.2.3. The Hypothesis of Small Displacements 
1.2.4. Kinematic Equations. Deformation Tensor 

1.3. Kinematic Relationships 

1.3.1. Deformational State in the Environment of a Point 
1.3.2. Physical Interpretation of the Components of the Deformation Tensor 
1.3.3. Principal Deformations and Principal Deformation Directions 
1.3.4. Cubic Deformation 
1.3.5. Elongation of a Curve and Change of Volume of the Body 
1.3.6. Compatibility Equations 

1.4. Stresses and Static Relationships 

1.4.1. Concept of Stress 
1.4.2. Relationships between Stresses and External Forces 
1.4.3. Local Stress Analysis 
1.4.4. Mohr's Circle 

1.5. Constitutive Relationships 

1.5.1. Concept of Ideal Behavioral Model 
1.5.2. Uniaxial Responses and One-Dimensional Ideal Models 
1.5.3. Classification of Behavioral Models 
1.5.4. Generalized Hooke's Law 
1.5.5. Elastic Constants 
1.5.6. Deformation Energy and Complementary Energy 
1.5.7. Limits of the Elastic Model 

1.6. The Elastic Problem 

1.6.1. Linear Elasticity and the Elastic Problem 
1.6.2. Local Formulation of the Elastic Problem 
1.6.3. Global Formulation of the Elastic Problem 
1.6.4. General Results 

1.7. Theory of Beams: Fundamental Assumptions and Results I 

1.7.1. Derived Theories 
1.7.2. The Beam: Definitions and Classifications 
1.7.3. Additional Hypotheses 
1.7.4. Kinematic Analysis 

1.8. Theory of Beams: Fundamental Assumptions and Results II 

1.8.1. Static Analysis 
1.8.2. Constitutive Equations 
1.8.3. Deformation Energy 
1.8.4. Formulation of the Stiffness Problem 

1.9. Bending and Elongation 

1.9.1. Interpretation of the Results 
1.9.2. Estimation of out of Directrix Displacements 
1.9.3. Estimation of Normal Stresses 
1.9.4. Estimation of Shear Stresses due to Bending 

1.10. Theory of Beams: Torsion 

1.10.1. Introduction 
1.10.2. Coulomb's Torsion Balance 
1.10.3. Saint-Venant Torsion Theory 
1.10.4. Introduction to Non-Uniform Torsion

You will have 24-hour access to the extensive library of teaching resources provided by TECH"