ÐÂÏã¸ÛÁùºÏ²Ê¿ª½±½á¹û

Content:

This module develops further understanding of the static behaviour of elastic bodies.

Students are introduced to fundamental aspects of the theory of elasticity and how the results can be related to engineering applications. This includes classical problems relating to plane stress and strain, end loading problems relating to both torsion and shear, and an introduction to the theory and applications of Finite Element Analysis. Although the emphasis is on theory, real-world applications are used as motivating and practice examples. Where practical, these examples are linked to current or recent research within the department.

Teaching Delivery:

Usually a 2-hour lecture and 1-hour tutorial session per week.

Indicative Topics:

• Theory of Elasticity
• Torsion
• Introduction to the Finite Element Method

Module Objectives:

Upon completion of this module students will be able to:

• Demonstrate knowledge and understanding of the essential facts, concepts, theories and principles underlying elasticity theory, and how this field is underpinned by mathematics and physics.
• Have an appreciation of the wider multidisciplinary context of the underlying theory, including applications of elasticity to engineering design such as design against failure due to stress concentrators.
• Apply appropriate quantitative science, engineering and mathematical tools to the analysis of problems arising in elastic material behaviour, with emphasis on the application of the Finite Element Method.
• Demonstrate creative and innovative ability in the synthesis of theoretical solutions, and linking them to the design of real-world structures.
• Comprehend the broad picture of the application of elasticity theory, and use this to inform an appropriate level of detail in the theoretical descriptions.
• Develop transferable skills including problem solving, communication and effective sourcing of background resources and materials required for self-learning.