Nanoscience and Nanotechnology
Errata
Item 
Errata 
Date 
1. 
The prerequisites have been removed for the following units:
MATH1021 Calculus Of One Variable MATH1023 Multivariable Calculus and Modelling

12/12/2018 
2. 
The prerequisites have been removed and the assumed kowledge has changed for the following units:
MATH1921 Calculus Of One Variable (Advanced): Prerequisites have been removed. Assumed knowledge now reads: (HSC Mathematics Extension 2) OR (Band E4 in HSC Mathematics Extension 1) or equivalent.
MATH1931 Calculus Of One Variable (SSP): Prerequisites have been removed. Assumed knowledge now reads: (HSC Mathematics Extension 2) OR (Band E4 in HSC Mathematics Extension 1) or equivalent.
MATH1923 Multivariable Calculus and Modelling (Adv): Prerequisites have been removed. Assumed knowledge now reads: (HSC Mathematics Extension 2) OR (Band E4 in HSC Mathematics Extension 1) or equivalent
MATH1933 Multivariable Calculus and Modelling (SSP):Prerequisites have been removed. Assumed knowledge now reads: (HSC Mathematics Extension 2) OR (Band E4 in HSC Mathematics Extension 1) or equivalent.

12/12/2018 
NANOSCIENCE AND NANOTECHNOLOGY
Nanoscience and Nanotechnology program
A program in Nanoscience and Nanotechnology requires 108 credit points from this table including:
(i) A 48 credit point major in Chemistry or Physics
(ii) 12 credit points of 1000level program core units
(iii) 12 credit points of 2000level program core units
(iv) 12 credit points 4000level program core units
(v) 24 credit points of 4000level units according to the following rules:
(a) For students undertaking advanced coursework in the Nanoscience and Nanotechnology: 12 credit points of 4000level project units and 12 credit points of 4000level program selective units
(b) For students undertaking honours in Nanoscience and Nanotechnology: 24 credit points of 4000level honours project units (by departmental permission only); or
(c) For students in the Bachelor of Engineering Honours/Bachelor of Science: 12 credit points of 4000level Engineering thesis units and 12 credit points of 4000level program selective units
Units of Study
The units of study are listed below.
1000level units of study
Program Core
MATH1021 Calculus Of One Variable
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1,Semester 2,Summer Main Classes: 2x1hr lectures; 1x1hr tutorial/wk Prerequisites: NSW HSC 2 unit Mathematics or equivalent or a credit or above in MATH1111 Prohibitions: MATH1011 or MATH1901 or MATH1906 or ENVX1001 or MATH1001 or MATH1921 or MATH1931 Assumed knowledge: HSC Mathematics Extension 1 or equivalent. Assessment: 2 x quizzes (30%); 2 x assignments (5%); final exam (65%) Mode of delivery: Normal (lecture/lab/tutorial) day
Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates differential calculus and integral calculus of one variable and the diverse applications of this theory. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include complex numbers, functions of a single variable, limits and continuity, differentiation, optimisation, Taylor polynomials, Taylor's Theorem, Taylor series, Riemann sums, and Riemann integrals.
Textbooks
Calculus of One Variable (Course Notes for MATH1021)
MATH1921 Calculus Of One Variable (Advanced)
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1 Classes: 2x1hr lectures; 1x1hr tutorial/wk Prerequisites: NSW HSC 2 unit Mathematics or equivalent or a credit or above in MATH1111 Prohibitions: MATH1001 or MATH1011 or MATH1906 or ENVX1001 or MATH1901 or MATH1021 or MATH1931 Assumed knowledge: HSC Mathematics Extension 2 or equivalent. Assessment: 2 x quizzes (20%); 2 x assignments (10%); final exam (70%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates differential calculus and integral calculus of one variable and the diverse applications of this theory. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include complex numbers, functions of a single variable, limits and continuity, differentiation, optimisation, Taylor polynomials, Taylor's Theorem, Taylor series, Riemann sums, and Riemann integrals. Additional theoretical topics included in this advanced unit include the Intermediate Value Theorem, Rolle's Theorem, and the Mean Value Theorem.
Textbooks
As set out in the Junior Mathematics Handbook
MATH1931 Calculus Of One Variable (SSP)
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1 Classes: 2x1hr lectures; and 1x1hr tutorial/wk Prerequisites: NSW HSC 2 unit Mathematics or equivalent or a credit or above in MATH1111 Prohibitions: MATH1001 or MATH1011 or MATH1901 or ENVX1001 or MATH1906 or MATH1021 or MATH1921 Assumed knowledge: Band 4 in HSC Mathematics Extension 2 or equivalent. Assessment: Seminar participation (10%); 3 x special assignments (10%); 2 x quizzes (16%); 2 x assignments (8%); final exam (56%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
Note: Enrolment is by invitation only
The Mathematics Special Studies Program is for students with exceptional mathematical aptitude, and requires outstanding performance in past mathematical studies. Students will cover the material of MATH1921 Calculus of One Variable (Adv), and attend a weekly seminar covering special topics on available elsewhere in the Mathematics and Statistics program.
MATH1002 Linear Algebra
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1,Summer Main Classes: 2x1hr lectures; 1x1hr tutorial/wk Prohibitions: MATH1012 or MATH1014 or MATH1902 Assumed knowledge: HSC Mathematics or MATH1111. Students who have not completed HSC Mathematics (or equivalent) are strongly advised to take the Mathematics Bridging Course (offered in February). Assessment: Online quizzes (20%); 4 x assignments (15%); final exam (65%) Mode of delivery: Normal (lecture/lab/tutorial) day
MATH1002 is designed to provide a thorough preparation for further study in mathematics and statistics. It is a core unit of study providing three of the twelve credit points required by the Faculty of Science as well as a Junior level requirement in the Faculty of Engineering.
This unit of study introduces vectors and vector algebra, linear algebra including solutions of linear systems, matrices, determinants, eigenvalues and eigenvectors.
Textbooks
Linear Algebra: A Modern Introduction, (4th edition), David Poole
MATH1902 Linear Algebra (Advanced)
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1 Classes: 2x1hr lectures; 1x1hr tutorial/wk Prohibitions: MATH1002 or MATH1012 or MATH1014 Assumed knowledge: (HSC Mathematics Extension 2) OR (90 or above in HSC Mathematics Extension 1) or equivalent Assessment: Online quizzes (10%); 4 x assignments (20%); final exam (70%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
This unit is designed to provide a thorough preparation for further study in mathematics and statistics. It is a core unit of study providing three of the twelve credit points required by the Faculty of Science as well as a Junior level requirement in the Faculty of Engineering. It parallels the normal unit MATH1002 but goes more deeply into the subject matter and requires more mathematical sophistication.
Textbooks
As set out in the Junior Mathematics Handbook
MATH1023 Multivariable Calculus and Modelling
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1,Semester 2,Summer Main Classes: 2x1hr lectures; 1x1hr tutorial/wk Prerequisites: NSW HSC 2 unit Mathematics or equivalent or a credit or above in MATH1111 Prohibitions: MATH1013 or MATH1903 or MATH1907 or MATH1003 or MATH1923 or MATH1933 Assumed knowledge: MATH1X21, HSC Mathematics Extension 1 or equivalent. Assessment: 2 x quizzes (30%); 2 x assignments (5%); final exam (65%) Mode of delivery: Normal (lecture/lab/tutorial) day
Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates multivariable differential calculus and modelling. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include mathematical modelling, first order differential equations, second order differential equations, systems of linear equations, visualisation in 2 and 3 dimensions, partial derivatives, directional derivatives, the gradient vector, and optimisation for functions of more than one variable.
Textbooks
Multivariable Calculus and Modelling (Course Notes for MATH1023)
MATH1923 Multivariable Calculus and Modelling (Adv)
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 2 Classes: 2x1hr lectures; and 1x1hr tutorial/wk Prerequisites: NSW HSC 2 unit Mathematics or equivalent or a credit or above in MATH1111 Prohibitions: MATH1003 or MATH1013 or MATH1907 or MATH1903 or MATH1023 or MATH1933 Assumed knowledge: MATH1X21, HSC Mathematics Extension 2 or equivalent. Assessment: 2 x quizzes (20%); 2 x assignments (10%); final exam (70%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
Calculus is a discipline of mathematics that finds profound applications in science, engineering, and economics. This unit investigates multivariable differential calculus and modelling. Emphasis is given both to the theoretical and foundational aspects of the subject, as well as developing the valuable skill of applying the mathematical theory to solve practical problems. Topics covered in this unit of study include mathematical modelling, first order differential equations, second order differential equations, systems of linear equations, visualisation in 2 and 3 dimensions, partial derivatives, directional derivatives, the gradient vector, and optimisation for functions of more than one variable. Additional topics covered in this advanced unit of study include the use of diagonalisation of matrices to study systems of linear equation and optimisation problems, limits of functions of two or more variables, and the derivative of a function of two or more variables.
Textbooks
As set out in the Junior Mathematics Handbook
MATH1933 Multivariable Calculus and Modelling (SSP)
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 2 Classes: 2x1hr lectures; and 1x1hr tutorial/wk Prerequisites: NSW HSC 2 unit Mathematics or equivalent or a credit or above in MATH1111 Prohibitions: MATH1003 or MATH1903 or MATH1013 or MATH1907 or MATH1023 or MATH1923 Assumed knowledge: MATH1X21, Band 4 in HSC Mathematics Extension 2 or equivalent. Assessment: Seminar participation (10%); 3 x special assignments (10%); 2 x quizzes (16%); 2 x assignments (8%); final exam (56%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
Note: Enrolment is by invitation only.
The Mathematics Special Studies Program is for students with exceptional mathematical aptitude, and requires outstanding performance in past mathematical studies. Students will cover the material of MATH1923 Multivariable Calculus and Modelling (Adv), and attend a weekly seminar covering special topics on available elsewhere in the Mathematics and Statistics program.
MATH1005 Statistical Thinking with Data
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 1,Semester 2,Summer Main Classes: 2x1hr lectures; 1x1hr lab/wk Prohibitions: MATH1015 or MATH1905 or STAT1021 or STAT1022 or ECMT1010 or ENVX1001 or ENVX1002 or BUSS1020 or DATA1001 or DATA1901 Assumed knowledge: HSC Mathematics. Students who have not completed HSC Mathematics (or equivalent) are strongly advised to take the Mathematics Bridging Course (offered in February). Assessment: RQuizzes(10%); projects (25%); final exam (65%) Mode of delivery: Normal (lecture/lab/tutorial) day
In a datarich world, global citizens need to problem solve with data, and evidence based decisionmaking is essential is every field of research and work.
This unit equips you with the foundational statistical thinking to become a critical consumer of data. You will learn to think analytically about data and to evaluate the validity and accuracy of any conclusions drawn. Focusing on statistical literacy, the unit covers foundational statistical concepts, including the design of experiments, exploratory data analysis, sampling and tests of significance.
Textbooks
Statistics, (4th Edition), Freedman Pisani Purves (2007)
MATH1905 Statistical Thinking with Data (Advanced)
Credit points: 3 Teacher/Coordinator: A/Prof Sharon Stephen Session: Semester 2 Classes: 2x1hr lectures; 1x1hr tutorial/wk Prohibitions: MATH1005 or MATH1015 or STAT1021 or STAT1022 or ECMT1010 or ENVX1001 or ENVX1002 or BUSS1020 or DATA1001 or DATA1901 Assumed knowledge: (HSC Mathematics Extension 2) OR (90 or above in HSC Mathematics Extension 1) or equivalent Assessment: 2 x quizzes (20%); 2 x assignments (10%); final exam (70%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
This unit is designed to provide a thorough preparation for further study in mathematics and statistics. It is a core unit of study providing three of the twelve credit points required by the Faculty of Science as well as a Junior level requirement in the Faculty of Engineering. This Advanced level unit of study parallels the normal unit MATH1005 but goes more deeply into the subject matter and requires more mathematical sophistication.
Textbooks
A Primer of Statistics (4th edition), M C Phipps and M P Quine, Prentice Hall, Australia (2001)
2000level units of study
Program Core
MATH2021 Vector Calculus and Differential Equations
Credit points: 6 Teacher/Coordinator: Dr Daniel Hauer Session: Semester 1 Classes: 3x1hr lectures; 1x1hr tutorial; and 1x1hr practice class/wk Prerequisites: (MATH1X21 or MATH1931 or MATH1X01 or MATH1906) and (MATH1XX2) and (MATH1X23 or MATH1933 or MATH1X03 or MATH1907) Prohibitions: MATH2921 or MATH2065 or MATH2965 or (MATH2061 and MATH2022) or (MATH2061 and MATH2922) or (MATH2961 and MATH2022) or (MATH2961 and MATH2922) or MATH2067 Assessment: 2 x quizzes (24%); 2 x assignments (16%); final exam (60%) Mode of delivery: Normal (lecture/lab/tutorial) day
This unit opens with topics from vector calculus, including vectorvalued functions (parametrised curves and surfaces; vector fields; div, grad and curl; gradient fields and potential functions), line integrals (arc length; work; pathindependent integrals and conservative fields; flux across a curve), iterated integrals (double and triple integrals, polar, cylindrical and spherical coordinates; areas, volumes and mass; Green's Theorem), flux integrals (flow through a surface; flux integrals through a surface defined by a function of two variables, through cylinders, spheres and other parametrised surfaces), Gauss' and Stokes' theorems. The unit then moves to topics in solution techniques for ordinary and partial differential equations (ODEs and PDEs) with applications. It provides a basic grounding in these techniques to enable students to build on the concepts in their subsequent courses. The main topics are: second order ODEs (including inhomogeneous equations), higher order ODEs and systems of first order equations, solution methods (variation of parameters, undetermined coefficients) the Laplace and Fourier Transform, an introduction to PDEs, and first methods of solutions (including separation of variables, and Fourier Series).
Textbooks
As set out in the Intermediate Mathematics Handbook
MATH2921 Vector Calculus and Differential Eqs (Adv)
Credit points: 6 Teacher/Coordinator: Dr Daniel Hauer Session: Semester 1 Classes: 3x1hr lectures; 1x1hr tutorial; and 1x1hr practice class/wk Prerequisites: [(MATH1921 or MATH1931 or MATH1901 or MATH1906) or (a mark of 65 or above in MATH1021 or MATH1001)] and [MATH1902 or (a mark of 65 or above in MATH1002)] and [(MATH1923 or MATH1933 or MATH1903 or MATH1907) or (a mark of 65 or above in MATH1023 or MATH1003)] Prohibitions: MATH2021 or MATH2065 or MATH2965 or (MATH2061 and MATH2022) or (MATH2061 and MATH2922) or (MATH2961 and MATH2022) or (MATH2961 and MATH2922) or MATH2067 Assessment: Quizzes (10%), assignments (20%); final exam (60%) Mode of delivery: Normal (lecture/lab/tutorial) day
This is the advanced version of MATH2021, with more emphasis on the underlying concepts and mathematical rigour. The vector calculus component of the course will include: parametrised curves and surfaces, vector fields, div, grad and curl, gradient fields and potential functions, lagrange multipliers line integrals, arc length, work, pathindependent integrals, and conservative fields, flux across a curve, double and triple integrals, change of variable formulas, polar, cylindrical and spherical coordinates, areas, volumes and mass, flux integrals, and Green's Gauss' and Stokes' theorems. The Differential Equations half of the course will focus on ordinary and partial differential equations (ODEs and PDEs) with applications with more complexity and depth. The main topics are: second order ODEs (including inhomogeneous equations), series solutions near a regular point, higher order ODEs and systems of first order equations, matrix equations and solutions, solution methods (variation of parameters, undetermined coefficients) the Laplace and Fourier Transform, elementary SturmLiouville theory, an introduction to PDEs, and first methods of solutions (including separation of variables, and Fourier Series). The unit then moves to topics in solution techniques for ordinary and partial differential equations (ODEs and PDEs) with applications. It provides a more thorough grounding in these techniques to enable students to build on the concepts in their subsequent courses. The main topics are: second order ODEs (including inhomogeneous equations), higher order ODEs and systems of first order equations, solution methods (variation of parameters, undetermined coefficients) the Laplace and Fourier Transform, an introduction to PDEs, and first methods of solutions (including separation of variables, and Fourier Series).
Textbooks
As set out in the Intermediate Mathematics Handbook
NANO2002 Introduction to Nanoscience
Credit points: 6 Teacher/Coordinator: A/Prof Stefano Palomba Session: Semester 2 Classes: lecture 2 hrs/week; 3 hrs/week tutorials fortnightly; 3 hrs/week practical demonstration fortnightly Prerequisites: CHEM1XX1 or AMME1362 or AMME2302 or PHYS1003 or PHYS1004 or PHYS1902 or PHYS1904 or CIVL2110 Assumed knowledge: A firstyear level knowledge about the atomic and molecular structure of matter, of the electronic structure of atoms, and basic mathematical knowledge. Assessment: Assessment:Three quizzes  40%Final Project Report (individual, 2000 words)  30%Final Project presentation (group)  20%Worksheets in lab/tutorials  10% Mode of delivery: Normal (lecture/lab/tutorial) day
Note: This unit must be taken by all students in the Nanoscience Program.
Nanoscience concerns the study of matter at the nanometer scale. At the microscale and even more at the nanoscale, the properties of matter are very different from those in the bulk. Modern methods used in nanoscience enable the manipulation and fabrication of matter and devices with unique properties. Nanoscience is a multidisciplinary research field that bridges the boundaries of traditional disciplines such as Physics, Chemistry, Biology and Engineering, generating impact across a wide range of sectors, from academic institutions and research centres to industry, addressing societal challenges in energy, environment, communication, computing, and health. This unit provides an introduction to nanostructured materials and the physical properties they exhibit. You will learn the fabrication tools and processes used in nanoscience, such as topdown and bottomup, and the nanoscale characterization tools used across different disciplines. You will get direct exposure to research labs and tools available at the University, and in particular within the Sydney Nano Institute. You will develop skills required to address the complex and multidisciplinary problems in Nanoscience. By doing this unit, you will develop knowledge and skills that will enable you to play a role in finding nanoscience solutions to global challenges that impact our lives.
4000level units of study
Program Core
NANO400X to be developed for offering in 2021
Project
NANO400X to be developed for offering in 2021
Honours project
NANO400X to be developed for offering in 2021
Engineering Honours thesis
AMME4111 Thesis A
Credit points: 6 Session: Semester 1,Semester 2 Classes: Research Prerequisites: 36 cp of any 3000 or higher level units of study Prohibitions: AMME4010 or AMME4122 or AMME4121 Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Prospective students in Thesis A are expected to have consulted with supervisors and selected a topic of interest at the end of third year, guided by the advertised list of suggested thesis topics and supervisors. Availability of topics is limited and students should undertake to speak with prospective supervisors as soon as possible. Students who are unable to secure a supervisor and topic will be allocated a supervisor by the unit coordinator. Alternatively, students may do a thesis with a supervisor in industry or in another university department. In this case, the student must also find a second supervisor within the School of AMME.
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured.
The thesis is undertaken across two semesters of enrolment. Taken together, Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B.
While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself.
The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive they have been in assessing their work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program. Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
AMME4112 Thesis B
Credit points: 6 Session: Semester 1,Semester 2 Classes: Research Prerequisites: 36 cp of any 3000 or higher level units of study Prohibitions: AMME4121 or AMME4010 or AMME4122 Assessment: Through semester assessment (100%) Mode of delivery: Supervision
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured.
The thesis is undertaken across two semesters of enrolment. Taken together, Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B.
While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself.
The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive they have been in assessing their work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program. Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
CHNG4811 Thesis A
Credit points: 6 Session: Semester 1,Semester 2 Classes: Meetings, Project Work  own time Prerequisites: CHNG3801 AND CHNG3802 AND CHNG3803 AND CHNG3805 AND CHNG3806 AND CHNG3807. Prohibitions: CHNG4813 OR CHNG4814 OR CHNG4203 Assumed knowledge: CHNG3801 AND CHNG3802 AND CHNG3803 AND CHNG3805 AND CHNG3806 AND CHNG3807. Enrolment in this unit of study assumes that all core 3000 level chemical engineering units have been successfully completed. Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Department permission required for enrolment
Note: This unit is available to only those students who have gained an entry to the Honours degree. School permission required for enrolment in semester 2.
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured. The thesis is undertaken across two semesters of enrolment. Taken together, the Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B. While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself. The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive they have been in assessing their work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program. Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
CHNG4812 Thesis B
Credit points: 6 Session: Semester 1,Semester 2 Classes: Meetings, Project Work  own time Corequisites: CHNG4811 Prohibitions: CHNG4813 OR CHNG4814 OR CHNG4203 Assumed knowledge: CHNG3801 AND CHNG3802 AND CHNG3803 AND CHNG3805 AND CHNG3806 AND CHNG3807. Enrolment in this unit of study assumes that Honours Thesis A and all (six) core chemical engineering units of study in third year have been successfully completed Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Department permission required for enrolment
Note: This unit is available to only those students who have gained an entry to the Honours degree. School permission required for enrolment in semester 1.
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured. The thesis is undertaken across two semesters of enrolment. Taken together, the Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B. While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself. The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive they have been in assessing their work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program. Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
CIVL4022 Thesis A
Credit points: 6 Session: Semester 1,Semester 2 Classes: Lectures, Research, Meeting Prerequisites: 30 credit points of any 3000 or higher level units of study. Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Department permission required for enrolment
Note: It is expected that the Thesis will be conducted over two consecutive semesters and that the majority of students will start in Semester 1. Commencement in Semester 2 requires permission of Thesis coordinator and School's Director of Learning and Teaching and will only be allowed where there are good reasons for doing so. Students considering this option should discuss it with the Thesis coordinator at least one semester before they intend to start.
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured.
The thesis is undertaken across two semesters of enrolment. Taken together, Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B.
While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself.
The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive they have been in assessing their work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program.
Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
CIVL4023 Thesis B
Credit points: 6 Session: Semester 1,Semester 2 Classes: Research, Meeting Prerequisites: 30 credit points of any 3000 or higher level units of study. Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Department permission required for enrolment
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured.
The thesis is undertaken across two semesters of enrolment. Taken together, Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B.
While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself.
The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive they have been in assessing their work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program.
Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
ELEC4712 Thesis A
Credit points: 6 Session: Semester 1,Semester 2 Classes: Project Work  own time Prerequisites: 36 cp of 3000 or higher level units of study Prohibitions: ELEC4714 Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Department permission required for enrolment
Note: Note that students require permission from the HOS to do both A and B units in the same Semester, and will have an accelerated assessment schedule. Note also that entry to Honours Thesis is by permission.
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured.
The thesis is undertaken across two semesters of enrolment. Taken together, the Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B.
While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself.
The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive he or she has been in assessing his/her work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program.
Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
ELEC4713 Thesis B
Credit points: 6 Session: Semester 1,Semester 2 Classes: Project Work  own time Prohibitions: ELEC4714 Assessment: Through semester assessment (100%) Mode of delivery: Supervision
Note: Department permission required for enrolment
Note: Note that students require permission from the HOS to do both A and B units in the same Semester, and will have an accelerated assessment schedule. Note also that entry to Honours Thesis is by permission.
The ability to plan, systematically conduct and report on a major project, involving both research and design, is an important skill for professional engineers. The final year thesis units (Thesis A and Thesis B) aim to provide students with the opportunity to carry out a defined piece of independent research and design that fosters the development of engineering skills. These skills include: the capacity to define a problem; carry out systematic research in exploring how it relates to existing knowledge; identifying the tools needed to address the problem; designing a solution, product or prototype; analysing the results obtained; and presenting the outcomes in a report that is clear, coherent and logically structured.
The thesis is undertaken across two semesters of enrolment. Taken together, the Thesis A covers initial research into the background of the problem being considered (formulated as a literature review), development of a detailed proposal incorporating project objectives, planning, and risk assessment, preliminary design, modelling and/or experimental work, followed by the detailed work in designing a solution, performing experiments, evaluating outcomes, analysing results, and writing up and presenting the outcomes. The final grade is based on the work done in both Thesis A and B, and will be awarded upon successful completion of Thesis B.
While recognising that some projects can be interdisciplinary in nature, it is the normal expectation that the students would do the project in their chosen area of specialisation. For student who are completing a Major within their BE degree, the thesis topic must be within the area of the Major. The theses to be undertaken by students will very often be related to some aspect of a staff member's research interests. Some projects will be experimental in nature, others may involve computerbased simulation and analysis, feasibility studies or the design, construction and testing of equipment. All however will require students to undertake research and design relevant to the topic of their thesis. The direction of thesis work may be determined by the supervisor or be of an original nature, but in either case the student is responsible for the execution of the practical work and the general layout and content of the thesis itself.
The thesis must be the student's individual work although it may be conducted as a component of a wider group project. Students undertaking research on this basis will need to take care in ensuring the quality of their own research and design work and their individual final thesis submission. The thesis will be judged on the extent and quality of the student's original work and particularly how critical, perceptive and constructive he or she has been in assessing his/her work and that of others. Students will also be required to present the results of their thesis to their peers and supervisors as part of a seminar program.
Whilst thesis topics will be constrained by the available time and resources, the aim is to contribute to the creation of new engineering knowledge, techniques and/or solutions. Students should explore topics that arouse intellectual curiosity and represent an appropriate range and diversity of technical and conceptual research and design challenges.
Program Selective
AMME5271 Computational Nanotechnology
Credit points: 6 Session: Semester 2 Classes: Lectures, Tutorials Assumed knowledge: Understanding of basic principles of Newtonian mechanics, physics and chemistry, fluid mechanics and solid mechanics. Assessment: Through semester assessment (100%) Mode of delivery: Normal (lecture/lab/tutorial) day
Note: Department permission required for enrolment
This course introduces atomistic computational techniques used in modern engineering to understand phenomena and predict material properties, behaviour, structure and interactions at nanoscale. The advancement of nanotechnology and manipulation of matter at the molecular level have provided ways for developing new materials with desired properties. The miniaturisation at the nanometre scale requires an understanding of material behaviour which could be much different from that of the bulk. Computational nanotechnology plays a growingly important role in understanding mechanical properties at such a small scale. The aim is to demonstrate how atomistic level simulations can be used to predict the properties of matter under various conditions of load, deformation and flow. The course covers areas mainly related to fluid as well as solid properties, whereas, the methodologies learned can be applied to diverse areas in nanotechnology such as, liquidsolid interfaces, surface engineering, nanorheology, nanotribology and biological systems. This is a course with a modern perspective for engineers who wish to keep abreast with advanced computational tools for material characterisation at the atomic scale.
BMET5931 Nanomaterials in Medicine
Credit points: 6 Session: Semester 1 Classes: lectures, tutorials Prohibitions: AMME5931 Assumed knowledge: [[(BIOL1xxx OR MBLG1xxx) AND CHEM1xxx AND PHYS1xxx] OR [(AMME1961 OR BMET1961)] AND (MECH2901 OR BMET2901)]] AND (NANO2xxx OR AMME1362) Assessment: through semester assessment (80%), final exam (20%) Mode of delivery: Normal (lecture/lab/tutorial) day
The application of science and technology at the nanoscale for biomedical problems promises to revolutionise medicine. Recent years have witnessed unprecedented advances in the diagnosis and treatment of diseases by applying nanotechnology to medicine. This course focuses on explaining the fundamentals of nanomedicine, and highlighting the special properties and application of nanomaterials in medicine. This course also reviews the most significant biomedical applications of nanomaterials including the recent breakthroughs in drug delivery, medical imaging, gene therapy, biosensors and cancer treatment.
BMET5958 Nanotechnology in Biomedical Engineering
Credit points: 6 Session: Semester 2 Classes: lectures, tutorials, presentations Prerequisites: (MECH3921 OR BMET3921 OR AMME5921 OR BMET5921) Prohibitions: AMME5958 Assessment: through semester assessment (60%), final exam (40%) Mode of delivery: Normal (lecture/lab/tutorial) day
Nanotechnology in Biomedical Engineering will have a broad nanotechnology focus and a particular focus on the biophysics and electrical aspects of nanotechnology, as it relates to nanobiosensors and nanobioelectronics which represents a rapidly growing field in Biomedical Engineering that combines nanotechnology, electronics and biology with promising applications in bionics and biosensors. Nanodimensionality and biomimetics holds the potential for significant improvements in the sensitivity and biocompatibility and thereby open up new routes in clinical diagnostics, personalized health monitoring and therapeutic biomedical devices.
CHNG5008 Nanotechnology in Chemical Engineering
Credit points: 6 Session: Semester 2 Classes: Project Work  own time, Lectures Assumed knowledge: 12cp CHEM2xxx Assessment: Through semester assessment (100%) Mode of delivery: Normal (lecture/lab/tutorial) day
This course will give students insights into advanced concepts in Chemical and Biomolecular Engineering, which are essential for the design of efficient processes and green products for the sustainable development and minimise or preferably eliminate waste for a clean world. This unit of study will examine cutting edge examples of nanotechnology, renewable energy, biotechnology, and other advanced technologies across a broad range of applications relevant to chemical and biomolecular engineering. At the completion of this unit of study students should have developed an appreciation of the underlying concepts and be able to demonstrate they can apply these skills to new and novel situations. Students are expected to develop an integrated suite of problemsolving skills needed to successfully handle novel (and previously unseen) engineering situations, coupled with an ability to independently research new areas and be critical of what is found, and an ability to cope with experimental data, change and uncertainty through critical thinking.
CHEM4XXX and PHYS4XXX to be developed for offering in 2021