Duration: | 2 days |
Delivery: | Onsite Classroom Public Classroom |
Language: | English German |
Level: | Introductory |
Availability: | Worldwide |
Tutor(s): | Uwe Janoske |
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Get the correct guidance on how to understand CFD methods and techniques
This course offers excellent guidance on how to judge which numerical approximations are acceptable and appropriate for solving a wide range of practical problems. Of equal importance is the manner in which results are interpreted. Advice is provided which allows the correct decisions to be taken, based on results which are known to be reliable. Interaction is encouraged throughout the course, with the planning and design of a complete CFD project and examples of simple hand calculations, mesh designs and solution designs being set for the class to complete. The course is completely code independent.
All aspects of successful Computational Fluid Dynamics application are covered, including:
Practising engineers who wish to understand CFD methods and learn how to apply CFD techniques to their particular problems in the most effective manner.
Attendees should have a graduate engineering background including some knowledge of fluid dynamics and engineering mathematics
Get in touch to discuss your next steps with our experienced training team. We can work closely with you to understand your specific requirements, cater for your specific industry sector or analysis type, and produce a truly personalised training solution for your organisation.
All NAFEMS training courses are entirely code independent, meaning they are suitable for users of any software package.
Courses are available to both members and non-members of NAFEMS, although member organisations will enjoy a significant discount on all fees.
NAFEMS course tutors enjoy a world-class reputation in the engineering analysis community, and with decades of experience between them, will deliver tangible benefits to you, your analysis team, and your wider organisation.
ID | Competence Statement |
---|---|
Fundamentals of Fluid Flow, Mass & Heat Transfer | |
FHFMTkn3 | List the three modes of Heat Transfer |
FHFMTkn4 | State Fourier's law and Newton's law of cooling |
FHFMTkn6 | Define the terms thermal conductivity and specific heat capacity |
FHFMTkn10 | Define the terms thermal diffusivity. |
FHFMTkn12 | Define the term heat transfer coefficient |
FHFMTkn13 | Define the terms natural and forced convection |
FHFMTkn16 | Define the Reynolds, Grashof, Prandtl and Nusselt numbers |
FHFMTkn29 | Define the term viscosity and list the values for some common fluids |
FHFMTkn30 | Sketch how the viscosity of some common fluids change with temperature. |
FHFMTkn31 | Define the terms Newtonian and non Newtonian fluid and sketch the viscosity-shear strain curves for each fluid type |
FHFMTkn32 | Define the terms Mach Number and critical flow |
FHFMTkn33 | Define the terms compressible and incompressible fluid and the range of Mach numbers which apply |
FHFMTkn35 | Define the terms Reynolds Numbers |
FHFMTkn36 | Define the term boundary Layer and sketch the boundary layer development on a flat plate for laminar and turbulent conditions. |
FHFMTkn37 | Define the terms laminar and turbulent and the Reynolds number ranges for which they appear for a flow in a pipe and along a flat plate. |
FHFMTkn38 | State the Bernoulli Equation |
FHFMTkn42 | Define the terms stagnation or total and static pressure and state their relationship to each other |
FHFMTkn43 | Sketch the qualitative changes in overall flow pattern, boundary layer growth and velocity and pressure distributions for the flow over a curved surface that result from an increasing approach velocity |
FHFMTco1 | Explain the role of thermal conductivity in the transfer of heat by conduction and its affect on spatial temperature distributions |
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