Optimization and Artificial Intelligence in Civil and Structural Engineering Book 2018 Best Study Materials

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Candidates can get Best Optimization and Artificial Intelligence in Civil and Structural Engineering Books 2018 also a Top List of Main Study Materials for 2017-2018 entrance exam in India.

  • Optimization and Artificial Intelligence in Civil and Structural Engineering: Volume II: Artificial Intelligence in Civil
    by B.H. Topping

Syllabus:-

Objectives:

The objectives of this course is to make students to learn principles of Structural Analysis, To implement these principles through different methods and to analyse various types of structures. To evaluate the force and displacement parameters of the structures.

Course Outcomes: On completion of this course, students are able to

• Achieve Knowledge of design and development of problem solving skills.

• Understand the principles of Structural Analysis

• Design and develop analytical skills.

• Summarize the Solution techniques

• Understand the concepts of structural behaviour.

1. Fundamental concepts:

Static and Kinematic indeterminacy, Concepts of stiffness and flexibility. Energy concepts. Principle of minimum potential energy and minimum complementary energy. Development of element flexibility and element stiffness matrices for truss, beam and grid elements.

2. Analysis using Flexibility method:

Force-transformation matrix using Flexibility method, Development of global flexibility matrix for continuous beams, plane trusses and rigid plane frames (having not more than six co-ordinates – 6×6 flexibility matrix) Analysis of continuous beams, plane trusses and rigid plane frames by flexibility method (having not more than 3 coordinates – 3×3 flexibility matrix)

3. Analysis using Stiffness Method:

Displacement-transformation matrix using Stiffness Method, Development of global stiffness matrix for continuous beams, plane trusses and rigid plane frames (having not more than six co-ordinates – 6×6 stiffness matrix) Analysis of continuous beams, plane trusses and rigid plane frames by stiffness method (having not more than 3 coordinates – 3×3 stiffness matrix)

4. Effects of temperature change and lack of fit:

Related numerical problems by flexibility and stiffness method as in Chapters 4 and 6.

5. Solution techniques: Solution techniques including numerical problems for simultaneous equation, Gauss elimination and Cholesky method. Bandwidth consideration.

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