Tayfun Tezduyar

Fundamental concepts of finite element methods in fluid mechanics, including spatial discretization and numerical integration in multidimensions, time-integration, and solution of nonlinear ordinary differential equation systems. Advanced numerical stabilization techniques designed for fluid mechanics problems. Strategies for solution of complex, real-world problems. Topics in large-scale computing, parallel processing, and visualization. Prerequisites may be taken concurrently. Cross-list: MECH 454, CEVE 454, CEVE 554, MECH 554, BIOE 554. Mutually Exclusive: Cannot register for BIOE 454 if student has credit for BIOE 554.

Fundamental concepts of finite element methods in fluid mechanics, including spatial discretization and numerical integration in multidimensions, time-integration, and solution of nonlinear ordinary differential equation systems. Advanced numerical stabilization techniques designed for fluid mechanics problems. Strategies for solution of complex, real-world problems. Topics in large-scale computing, parallel processing, and visualization. Prerequisites may be taken concurrently. Additional work required. Cross-list: MECH 454, CEVE 454, CEVE 554, MECH 554, BIOE 454. Mutually Exclusive: Cannot register for BIOE 554 if student has credit for BIOE 454.

Fundamental concepts of finite element methods in fluid mechanics, including spatial discretization and numerical integration in multidimensions, time-integration, and solution of nonlinear ordinary differential equation systems. Advanced numerical stabilization techniques designed for fluid mechanics problems. Strategies for solution of complex, real-world problems. Topics in large-scale computing, parallel processing, and visualization. Prerequisites may be taken concurrently. Cross-list: MECH 454, CEVE 554, MECH 554, BIOE 454, BIOE 554. Mutually Exclusive: Cannot register for CEVE 454 if student has credit for CEVE 545/CEVE 554.

Fundamental concepts of finite element methods in fluid mechanics, including spatial discretization and numerical integration in multidimensions, time-integration, and solution of nonlinear ordinary differential equation systems. Advanced numerical stabilization techniques designed for fluid mechanics problems. Strategies for solution of complex, real-world problems. Topics in large-scale computing, parallel processing, and visualization. Prerequisites may be taken concurrently. Additional work required. Cross-list: MECH 454, CEVE 454, MECH 554, BIOE 454, BIOE 554. Mutually Exclusive: Cannot register for CEVE 554 if student has credit for CEVE 454.

Fundamental concepts of finite element methods in fluid mechanics, including spatial discretization and numerical integration in multidimensions, time-integration, and solution of nonlinear ordinary differential equation systems. Advanced numerical stabilization techniques designed for fluid mechanics problems. Strategies for solution of complex, real-world problems. Topics in large-scale computing, parallel processing, and visualization. Prerequisites may be taken concurrently. Cross-list: CEVE 454, CEVE 554, MECH 554, BIOE 454, BIOE 554. Mutually Exclusive: Cannot register for MECH 454 if student has credit for MECH 554.

Independent investigation of a specific topic or problem in mechanical engineering. Research under the direction of a selected faculty member. Repeatable for Credit.

Fundamental concepts of finite element methods in fluid mechanics, including spatial discretization and numerical integration in multidimensions, time-integration, and solution of nonlinear ordinary differential equation systems. Advanced numerical stabilization techniques designed for fluid mechanics problems. Strategies for solution of complex, real-world problems. Topics in large-scale computing, parallel processing, and visualization. Prerequisites may be taken concurrently. Additional work required. Cross-list: MECH 454, CEVE 454, CEVE 554, BIOE 454, BIOE 554. Mutually Exclusive: Cannot register for MECH 554 if student has credit for MECH 454.

Repeatable for Credit.

This course is for MS or PhD students working on their thesis research. Repeatable for Credit.