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    MECE 415 A - FINITE ELEMENT ANALYSIS (2013-2014 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2003-2004 Acad. Year Fall Term)
    Tue, Thu: 8-9:15 AM @ M
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2007-2008 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 215
    Mon, Wed, Fri: 10-10:50 AM @ MAIN HH 215
    on Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2024-2025 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 113
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2019-2020 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2023-2024 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 113
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2008-2009 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 215
    on Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2020-2021 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2005-2006 Fall Semester)
    Tue, Thu: 8-9:15 AM @ M
    instine Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2009-2010 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 215
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 215
    on Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2026-2027 Fall Semester)
    Mon, Wed, Fri: 1-1:50 PM @ MAIN HH 113
    href="(@@emailUrl619ca872-8bab-4dd1-9bce-5ca9cb346f8b@)">Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2022-2023 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2015-2016 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2025-2026 Fall Semester)
    Mon, Wed, Fri: 1-1:50 PM @ MAIN HH 113
    a href="(@@emailUrl3d9ff425-e2a0-4f2c-8b82-510e8666650e@)">Email Email More info More Info
    John Dixon Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2004-2005 Fall Semester)
    Tue, Thu: 8-9:15 AM @ M
    instine Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2011-2012 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HAL 116
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    Blair T. Allison Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2021-2022 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2012-2013 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HAL 116
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2018-2019 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2016-2017 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    a href="(@@emailUrlfe2d2587-38a2-4431-9067-5d9d95ac8f3e@)">Email Email More info More Info
    Dr. Vern W. Ulrich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2010-2011 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 215
    on Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2014-2015 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2017-2018 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ MAIN HH 118
    rich Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MECE 415 A - FINITE ELEMENT ANALYSIS (2006-2007 Fall Semester)
    Mon, Wed, Fri: 10-10:50 AM @ M
    instine Email Email More info More Info
    Blair T. Allison Email Email More info More Info
    ...MECE 415. FINITE ELEMENT ANALYSIS. A study of the finite element method and its application to mechanical engineering problems. Topics include basic concepts; stiffness matrices; truss structures; flexure elements; method of weighted residuals; interpolation functions; and applications to heat transfer, fluid mechanics, solid mechanics, and structural dynamics. Prerequisites: Engineering 274, Mechanical Engineering 312 and 326. Fall semester, three hours....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2016-2017 Spring Semester)
    Fri: 1-1:50 PM @ MAIN HAL 111
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    Dr. Michael A Jackson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2015-2016 Spring Semester)
    Thu: 11:30-12:20 PM @ MAIN HAL 306
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2012-2013 Spring Semester)
    Thu: 11:30-12:20 PM @ MAIN HAL 306
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2006-2007 Spring Semester)
    Tue: 1-2:15 PM @
    on Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2022-2023 Spring Semester)
    Thu: 2-2:50 PM @ MAIN HAL 116
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    Dr. Eric D. Bancroft Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2011-2012 Spring Semester)
    Thu: 10:05-10:55 AM @ MAIN HAL 301
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2008-2009 Spring Semester)
    Tue: 10:05-10:55 AM @ MAIN HAL 309
    Tue: 10:05-10:55 AM @ MAIN HAL 307
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2003-2004 Acad. Year Spring Term)
    Tue: 8:25-9:15 AM @ M
    on Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2013-2014 Spring Semester)
    Thu: 11:30-12:45 PM @ MAIN HAL 306
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2007-2008 Spring Semester)
    Tue: 10:05-10:55 AM @ MAIN HAL 301
    on Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2020-2021 Spring Semester)
    Thu: 1-1:50 PM @ MAIN HAL 301
    ref="(@@emailUrlf85e7478-01c9-4b16-9033-fe9b1031a506@)">Email Email More info More Info
    Daniel A. Dean Email Email More info More Info
    * MATH Staff Email Email More info More Info
    Ethan Christopher Smith Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2021-2022 Spring Semester)
    Thu: 12:30-1:20 PM @ MAIN HAL 116
    ncroft Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2024-2025 Spring Semester)
    Thu: 12:30-1:20 PM @ MAIN HAL 212
    her Smith Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2004-2005 Spring Semester)
    Tue: 10:05-11:20 AM @ M
    on Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2018-2019 Spring Semester)
    Thu: 1-1:50 PM @ MAIN STEM 140B
    ncroft Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2010-2011 Spring Semester)
    Thu: 10:05-10:55 AM @ MAIN HAL 323
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2014-2015 Spring Semester)
    Mon: 2-2:50 PM @ MAIN HAL 305
    Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2009-2010 Spring Semester)
    Thu: 10:05-10:55 AM @ MAIN HAL 112
    ompson Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2026-2027 Spring Semester)
    Thu: 12:30-1:20 PM @ MAIN
    her Smith Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2019-2020 Spring Semester)
    Thu: 1-1:50 PM @ MAIN HAL 212
    Email Email More info More Info
    Dr. Gary L. Thompson Email Email More info More Info
    Dr. Eric D. Bancroft Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2005-2006 Spring Semester)
    Tue: 10:05-11:20 AM @ M
    on Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    MATH 263 A - NUMERICAL DIFFERENTIAL EQUATIONS (2017-2018 Spring Semester)
    Fri: 1-1:50 PM @ MAIN HAL 111
    Email Email More info More Info
    ...MATH 263. NUMERICAL DIFFERENTIAL EQUATIONS. The study and application of numerical methods for solving differential equations including Euler’s method, Runge-Kutta methods, multi-step methods, and solutions of systems of equations. Corequisite: Mathematics 262 or permission of the instructor. Spring semester, one hour....
    SYSE 503 A - LINEAR OPTIMIZATION METHODS (2021-2022 Fall Semester)
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    ...SYSE 503. LINEAR OPTIMIZATION METHODS. The use of mathematics to describe and analyze large-scale decision problems. Allocation of resources, making decisions in a competitive environment, and dealing with uncertainty are modeled and solved using suitable software packages. Topics include solving linear programming problems via the Simplex Method (including sensitivity analysis), integer programming, transportation problems, and other important Optimization models. Three hours....
    PHYE 209 A - TENNIS (2011-2012 Fall Semester)
    Wed, Fri: 1-1:50 PM @ MAIN PLC 103
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    M. Allison Williams Email Email More info More Info
    ...PHYE 209. TENNIS. This course introduces students to the concept of tennis and its nature and purpose. Tennis can be the most demanding sport, or it can be played purely as a social diversion. It can be played by almost anyone at almost any skill level and the rules are the same the world over. Students will develop an appreciation for tennis as a valuable method of exercise that can be continued throughout one’s lifetime, increasing the development of cardio-respiratory and muscular endurance. Two hours per week. One hour....
    a section of the TENNIS course in Physical Education - PHYE
    PHYE 209 A - TENNIS (2018-2019 Fall Semester)
    Wed, Fri: 1-1:50 PM @ MAIN PLC 103
    yle Email Email More info More Info
    ...PHYE 209. TENNIS. This course introduces students to the concept of tennis and its nature and purpose. Tennis can be the most demanding sport, or it can be played purely as a social diversion. It can be played by almost anyone at almost any skill level and the rules are the same the world over. Students will develop an appreciation for tennis as a valuable method of exercise that can be continued throughout one’s lifetime, increasing the development of cardio-respiratory and muscular endurance. Two hours per week. One hour....
    a section of the TENNIS course in Physical Education - PHYE
    ELEE 201 A - LINEAR CIRCUITS I (2005-2006 Fall Semester)
    Mon, Wed, Fri: 9-9:50 AM @ M
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    ...ELEE 201. LINEAR CIRCUITS I. An introduction to the analysis and design of electrical circuits composed of linear elements. The course begins with time domain analysis of the steady state and transient behavior of linear circuits and progresses to sinusoidal steady state analysis using the phasor method. Computers are introduced as an aid to analysis and design of circuits via the use of circuit simulation software. Prerequisites: Mathematics 162 and Physics 102. Fall semester, three hours....
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