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This course covers the fundamentals of fluid dynamics and introduces computational fluid dynamics (CFD) for analyzing and simulating airflow and pollutant distribution in buildings. Topics include turbulence models, numerical methods, CFD software, IAQ parameters, thermal comfort parameters, and more. Prerequisites include knowledge of fluid dynamics.
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The University of Texas at Austin Fall 2019 CAEE Department Course: Modeling of Air and Pollutant Flows in Buildings Instructor: Dr. Atila Novoselac Office: ECJ, 5.430 Phone: (512) 475-8175 e-mail: atila@mail.utexas.edu http://www.ce.utexas.edu/prof/Novoselac Office Hours: Tuesday and Thursday 11:00 a.m.–12:00 p.m.
Today’s Lecture Objectives: • Discuss the Syllabus • Describe scope of the course • Introduce the course themes • Answer your question • Fluid dynamics review
Introduce Yourself • Name • Background - academic program and status • Professional interests
Motivation for Modeling of Indoor Air Distribution using CFD: • Major exposure to contaminant is in indoor environment • Ventilation system provides contaminant dilution Controlled airflow (ventilation) can considerably improve the IAQ and reduce the ventilation air requirement • Air-flow transports pollutants – gaseous and particulate • Contaminant concentration in the space is more or less non-uniform – It affects: emission, filtration, reactions, exposure
Why to Care About Indoor Airflow Distribution ? Pollutant concentration is very often non-uniform - Exposure depends on dispersion • We can control exposure by controlling the flow field Perfect mixing
Examples of Exposure Control by Ventilation Systems 1) Control Exhaust 2) Control Supply Supply diffusers
Example of Buoyancy Driven Flow:Airflow in a Stairwell Heater (radiator)
Example of Force Convection Contaminant Concentration in a Kitchen
What CFD Does • Real flow • Modeling
Fluid Dynamics Continuity: Momentum:
Simulation Software (CFD) Simulation Software Input Output If Garbage IN Then Garbage OUT
Course Objectives • Recognize the physics behind various numerical tools used for solving airflow problems. • Employ basic numerical methods for solving Navier-Stokes Equations. • ApplyCFD for airflow simulations in buildings and use these tools in design and research. • Evaluate the thermal comfort and indoor air quality (IAQ) with different ventilation systems. • Assess human exposure to different pollutant types. • Critically analyze and evaluate CFD results.
Topics: 1. Course Introduction and Background 1 wk 2. Fundamentals of fluid dynamics 2 wks 3. Turbulence models 1.5 wks 4. Numerical methods and parameters 2 wks 5. CFD modeling parameters 1.5 wks 6. Introduction to CFD software 1 wk 7. Application of CFD for building airflows 1 wk 8. Simulation of IAQ parameters 1 wk 9. Simulation of thermal comfort parameters 1 wk 10. Modeling of aerosols 1 wk 11. Air and pollutant flows in the vicinity of occupants 1 wk 12. Accuracy and validation of building airflow simulations 1 wk 30% 30% 40%
Prerequisites - Fluid Dynamics Knowledge of the following is useful but not necessary: • Numerical analysis • Programming
Textbook • An Introduction to Computational Fluid Dynamics, Versteeg, H.K. and Malalasekera, W. References: 2) Computational Fluid Dynamics –The Basics With Applications Anderson 3) Turbulence Modeling for CFD Wilcox
Handouts • Copies of appropriate book sections An Introduction to Computational Fluid Dynamics I will mark important sections • Disadvantage - different nomenclature • I will point-out terms nomenclature and terminology differences • Journal papers and CFD software manual • Related to application of airflow simulation programs
Energy simulation software Fluent Airpark
There is a large availability of CFD software ! • Star CD , Fluent (ANSYS and Airpak) We have it and you will use it - Phoenics • CFX • Flow Vent
TENTATIVE COURSE SCHEDULE In the syllabus and on the website http://www.ce.utexas.edu/prof/Novoselac/classes/ARE372/Notes.html
Grading Test 30% Homework Assignments 25% Midterm Project 10% Final Project & Presentation 30% Classroom Participation 5% 100%
Participation 5% • Based on my assessment of your participation in the class • How to get participation points • Come to class • Submit all assignments/projects on time • Participate in class discussions • Come to see me in my office
Homework 25% Targeted number: 3 • HW1 Problems related to fluid dynamic • HW2 Problem related to turbulence modeling • HW3 Problem related numeric
Midterm Project 10% • Individual project • Use of CFD program for air and pollutant flow analysis • Primary goal is to get familiar with the CFD software
Midterm Exam 30% • In-class exam (90 minutes) • After 2/3 of the course (sometime in October ) • we will arrange the exact time • Problems based on topics cover in the first two parts of the course
Final Project 30% • Use of CFD for detail airflow, thermal and IAQ analyses • Different projects topics • Real engineering an/or research problems • Final presentation (~15 minutes)
Previous Course projects-Human Exposure to Indoor Pollutants - dispersion of pollutant with DV
More CFD Final Project: • Design of ventilation system • Smoke management • Natural ventilation • Human exposure to various pollutants • Your suggestion
Grading > 93 A 90-93 A- 86-90 B+ 83-86 B 80-83 B- < 80 C-, C, C+
Course Website All course information: http://www.ce.utexas.edu/prof/Novoselac/Classes/ARE372/ • Except your grades and HW solutions Grades and progress on the Canvas • On the course website • Look at Assignments sections • Review class material ahead of time use posted class notes
My Issues • Please try to use office hours for questions problems and other reasons for visit Tuesday and Thursday morning reserved - Class preparation • Please don’t use e-mail to ask me questions which require long explanations • Come to see me or call me • Suggestions are welcome • The more specific the better
Fluid Dynamics Review
Important operations Total derivative for fluid particle which is moving: V z any scalar y x Vector and scalar operators: scalar vector
Continuity equation -conservation of mass Mass flow in and out of fluid element Infinitely small volume Volume V = δxδyδz Volume sides: Ax = δyδz Ay = δxδz Az = δxδy Change of density in volume = = Σ(Mass in) - Σ(Mass out) ………………. ……………….
Momentum equation –Newton’s second law dimensions of fluid particle Stress components in x direction forces per unit of volume in direction x ……………….. ……………… ……………. total derivative
Momentum equation Sum of all forces in x direction Internal source x direction y direction z direction
Newtonian fluids Viscous stress are proportional to the rate of deformation (e) Elongation: Shearing deformation: For incompressible flow Viscous stress: 0 viscosity
Momentum equations for Newtonian fluids After substitution: x direction: y direction: z direction: