This module is one of three engineering fundamentals modules that will introduce engineering concepts and theory across the areas of Mechanics, Materials and Electronics and will provide you with a solid grounding on which to build in later modules. In this module we focus on classical mechanics. At the heart of any engineering analysis is the need to understand an object’s response to its environment, whether it’s the forces imparted by traffic as it traverses a bridge or the forces of lift that allow an aircraft to fly. None of this analysis is possible without first understanding classical mechanics. In this module you will cover foundational mechanics theory.
You will work through new topics each week with the aid of extensive learning materials, lectures, tutorials and experimental activities. You will undertake numerous elements of online continuous assessment throughout the module which will allow you to evaluate your understanding of the material and diagnose areas that require further attention. Continuous assessments provide ongoing feedback and support you to actively manage your learning.
The module is taught using a flipped learning methodology. Each week, you will review background materials and complete question sheets in preparation for tutorial sessions with your lecturers. A flipped learning methodology allows you to extract more benefit from guided tutorials, but also requires more upfront work by you in preparation.
This module aims to equip you with fundamental knowledge and skills in Mechanics. It also consolidates a common knowledge base, and begins the development of a learning methodology appropriate to a professional engineer. Through both continuous assessment and the end of year exams, the module encourages you to actively manage your own learning and seeks to develop your ability to communicate your understanding of engineering theory and concepts in a professional manner.
INTENDED LEARNING OUTCOMES (ILOs) (see assessment section below for how ILOs will be assessed)
ILO #1: demonstrate knowledge of the principles of statics and dynamics [SM1p, EA1p, EA2p]
ILO #2: carry out kinematic and kinetic analyses on simple mechanical systems [EA1p, EA2p]
ILO #3: solve basic problems in statics and dynamics, using free body diagrams, force balance equations, Newton's laws of motion, and energy methods [EA1p, EA2p]
ILO #4: demonstrate knowledge of shear forces and bending moments and construct shear force and bending moment diagrams for simply supported beams [EA2p]
ILO #5: use the knowledge of hydro-statics perform analyses of submerged and semi-submerged bodies [EA1p, EA2p]
ILO #6: use knowledge of hydro-dynamics to perform analyses of fluids on motion [EA1p, EA2p]
ILO #7: utilise laboratory equipment correctly and safely, to make simple measurements [EP2p, EP3p]
ILO #8: record and interpret the results of laboratory experiments [EP3p]
ILO #9: apply theoretical models to practical problems [EA1p, EA2p]
ILO #10: write clear accounts of laboratory experiments [D6p]
ILO #11: carry out directed private study using textbooks, and other provided resources [G2p]
ILO #12: set out calculations demonstrating solution of problems using theoretical models [EA2p, D6p]
BEng AHEP3 ILOs covered on this module:
SM1p, EA1p, EA2p, D6p, EP2p, EP3, G2p
MEng AHEP3 ILOs covered on this module:
SM1m, EA1m, EA2m, D6m, EP2m, EP3m, G2m
SYLLABUS PLAN - summary of the structure and academic content of the module
Introduction to Statics
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Forces and static equilibrium
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Equilibrium equations
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Free body diagrams
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Truss Analysis: Method of Joints
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Truss Analysis: Method of Sections
Shear Forces and Bending Moments
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Introduction to shear forces and bending moments
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Shear forces and bending moments in statically determinate beams and frames
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Principle of superposition
Introduction to torsion
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Torsion in circular bars
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Nonuniform torsion
Hydrostatics
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Pressure and head
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Forces on submerged bodies and buoyancy
Introduction to Dynamics
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Straight line and curvilinear motion
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Force, mass and acceleration
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Momentum methods
Hydrodynamics
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Fluid Flow and Types
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Flow Continuity and Momentum Equations
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Energy Equation
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Applications of Energy Equation
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Measurement Techniques
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Dimensional analysis (incl. Reynolds and Froude number)