Engineering Mechanics -Statics

Undergraduate | 2026

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Area/Catalogue
ENGC 1004
Course ID icon
Course ID
206455
Level of study
Level of study
Undergraduate
Unit value icon
Unit value
6
Course level icon
Course level
1
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Inbound study abroad and exchange
Inbound study abroad and exchange
The fee you pay will depend on the number and type of courses you study.
No
University-wide elective icon
University-wide elective course
No
Single course enrollment
Single course enrolment
No
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Note:
Course data is interim and subject to change

Course overview

This course familiarises students with the principles of static equilibrium by applying Newton's laws of motion to solve engineering problems. This course is usually taken as a core component in various engineering programs but may also be suitable as an elective in other engineering programs. The course content is delivered with pre-recorded videos, which are reinforced in problem solving workshops. Success in the course is assessed with regular online assessments during semester and a final examination at the end of the course. Emphasis is placed on conceptual understanding of the engineering problems and concepts through drawing free body diagrams and self-checking strategies. This course is foundational in the development of key engineering competencies of knowledge and skill base for future practice, in many disciplines, as a professional engineer.

Course learning outcomes

  • Define Newton's laws of motion
  • Recall trigonometric laws and apply to the addition and decomposition of vectors quantities
  • Identify the moment of a force and calculate its value about a specified axis
  • Define the moment of a couple
  • Describe the concept of dry friction and analyse the equilibrium of rigid bodies subjected to this force
  • Construct "Free Body Diagrams" of real world problems and apply Newton's Laws of motion and vector operations to evaluate equilibrium of particles and bodies
  • Apply the principles of equilibrium of particles and bodies to analyse the forces in planar truss members
  • Discuss the concepts of ``centre of gravity'' and ``centroids'' and compute their location for bodies of arbitrary shape
  • Apply the concepts used for determining centre of gravity and centroids to find the resultant of a generally distributed loading
  • Use methods learnt for equilibrium of bodies and the resultant of a generally distributed loading to compute the internal forces in beams
  • Generalise the procedure to construct bending moments and shear force diagrams (internal forces) and utilise this information in engineering design

Prerequisite(s)

N/A

Corequisite(s)

N/A

Antirequisite(s)

N/A