Mechanical Engineering Science

Overview

This course provides candidates with the necessary mechanical engineering science knowledge to progress to degree level studies in mechanical engineering on a part time or full time basis. It is offered on a part-time basis and requires attendance of two evenings per week for the academic year.

Award

Certificate in Mechanical Engineering Science (Level 6 on the National Framework of Qualifications).

What will I study?

Modules

Semester 1 - Mechanical Science (Statics, Stress and Strain) – MECH 6035

On successful completion of this module the learner will be able to:

1. Determine resultants and apply conditions of static equilibrium to plane force systems.
2. Identify and quantify all forces associated with a static framework using either the method of joints or the method of sections.
3. Construct shear force and bending moment diagrams for beams under various loading conditions.
4. Determine the stresses and strains in prismatic structures due to direct/shear and thermal loads.
5. Manipulate the Simple Bending and Simple Torsion equations to solve basic problems in beams and shafts having symmetrical cross sections.

Technological Mathematics101 – MATH6012

On successful completion of this module the learner will be able to:

1. Formulate and solve various equations including those involving the laws of indices and logs.
2. Reduce equations to linear form and interpret constants from graphs.
3. Use trigonometry to solve triangles, graph periodic functions and solve trigonometric equations.
4. Apply differentiation to various functions, rates of change, and optimisation.
5. Evaluate definite integrals, apply integration techniques to problems in Science & Engineering, and formulate differential equations.

Semester 2 - Mechanical Science (Dynamics and Fluids) – MECH 6036

On successful completion of this module the learner will be able to:

1. Manipulate equations of linear and angular motion.
2. Apply momentum, work and energy to linear and angular systems.
3. Apply the laws of friction to objects on the flat and inclined planes.
4. Determine the forces associated with circular motion.
5. Use Bernoulli’s equation and the continuity equation to solve problems in fluid dynamic systems.

Technological Mathematics201 – MATH6040

On successful completion of this module the learner will be able to:

1. Differentiate parametrically, implicitly, partially and solve related rates of change problems.
2. Apply vector algebra methods to problems involving forces and moments of forces.
3. Integrate by parts and by inverse trigonometric substitution; and apply integration methods to various applied problems.
4. Solve and analyse simultaneous equations using matrix algebra methods.

Entry Requirements

Applicants should have a recognised craft/technician qualification in Mechanical Engineering (or cognate discipline).

What is RPL?

Recognition of Prior Learning (RPL) is when formal recognition is given for what you already know prior to starting on a programme or module. With recognition of prior learning the focus is on learning and not on experience as such. You can apply for RPL in any MTU accredited programme or module. Programmes which are accredited by professional bodies or any external awarding bodies may have their own procedures for RPL which you should refer to.

Fees

€1,200 for the academic year (incl. exam fee)

Please note that applicants will be required to pay an acceptance fee of €250 online if a place on a course is offered. This fee is deductible from the overall course fee. 

Note: You will not be charged for applying for the programme by clicking the 'apply now' button, you are only asked to pay an acceptance fee if a place is offered to you, and you wish to accept it.