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This OER is part of OCW: Computational Methods
Published under: /CE 30125 - Download this Course , Fall 2010
This OER is part of OCW: Computational Methods
Published under: /CE 30125 - Download this Course , Fall 2010
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Inherited Tag(s):
- civil engineering and geological sciences
- ordinary differential equations
- linear algebra
- integration
- engineering
- differentiation
- approximate solutions
- numerical methods
- interpolation
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Description:Fundamentals of numerical methods and development of programming techniques to solve problems in civil and environmental engineering. This course requires significant computer use via a scientific program language such as Matlab and/or FORTRAN. Standard topics in numerical linear algebra, interpolation, discrete differentiation, discrete integration, and approximate solutions to ordinary differential equations are treated in a context-based approach. Applications are drawn from hydrology, environmental modeling, geotechnical engineering, modeling of material behavior, and structural analysis.
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Description:Fundamentals of numerical methods and development of programming techniques to solve problems in civil and environmental engineering. This course requires significant computer use via a scientific program language such as Matlab and/or FORTRAN. Standard topics in numerical linear algebra, interpolation, discrete differentiation, discrete integration, and approximate solutions to ordinary differential equations are treated in a context-based approach. Applications are drawn from hydrology, environmental modeling, geotechnical engineering, modeling of material behavior, and structural analysis.
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Description:Fundamentals of numerical methods and development of programming techniques to solve problems in civil and environmental engineering. This course requires significant computer use via a scientific program language such as Matlab and/or FORTRAN. Standard topics in numerical linear algebra, interpolation, discrete differentiation, discrete integration, and approximate solutions to ordinary differential equations are treated in a context-based approach. Applications are drawn from hydrology, environmental modeling, geotechnical engineering, modeling of material behavior, and structural analysis.
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