You will embark on an exciting and comprehensive journey into the intricate world of motion, energy, and momenta and thoroughly understand the fundamental laws of motion, including the mathematical principles underpinning them. Explore concepts such as momentum, energy, rotational motion, angular momentum, and gravitational forces, and gain an appreciation of the mathematical description of harmonic oscillations and learn how to apply them to real-world scenarios. In addition to these core topics, the module covers a range of related subjects essential for understanding key concepts in physics and how they underpin natural phenomena. Delve into associated areas such as static equilibrium, elastic properties of objects, and fluid mechanics, gain a deeper understanding of the physical world, and make connections between seemingly disparate phenomena. With a solid foundation in these concepts, you will be well-equipped to contemplate careers in engineering, technology, and other fields that require a strong understanding of fundamental physics principles.
Lecture 32 hours, Workshop 8 hours
2 items of coursework of the order of 7.5 hours each Portfolio. Assessment Details: Problem-Solving worth 30%.
2 hours Exam. Assessment Details: Exam worth 70%.
Reassessment Method: Like-for-like.
On successfully completing the module, students will be able to:
1. Describe the fundamental principles of classical mechanics, including Newton's laws of motion, and apply mathematical techniques to solve problems related to classical mechanics, such as calculating trajectories, forces, and energies.
2. Apply conservation laws in the treatment of dynamical systems, such as energy conservation and momentum.
3. Demonstrate understanding of physical quantities, their units, and typical values for harmonic oscillations and waves.
4. Apply fundamental concepts such as static equilibrium, elasticity, and fluid mechanics in solving practical problems.
5. Connect a comprehensive understanding of fundamental principles related to the static equilibrium of rigid objects, elasticity, and fluid mechanics to their applications in various fields, such as architecture, biomechanics, medicine, and materials science.
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