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of energy professionals with advanced multidisciplinary knowledge across engineering, IT and business and economics. The PhD program is intended to deepen students’ expertise, unlock their full
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enabled through science-based, collaborative and practice-oriented research. The program builds on nearly a decade of Living Lab interventions across Indonesia and Fiji through the Revitalising Informal
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engineering applied mathematics civil engineering geotechnical engineering applied physics other related disciplines. Demonstrated knowledge or experience in any of the following: computational fluid dynamics
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-time, internal student (unless approval for part-time and/or external study is obtained) have a background in: control engineering computer science municipal and environmental engineering a related field
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suitably qualified Australian and international applicants who hold a research qualification such as Honours (class 2A or higher), a research Master’s degree, or equivalent. Demonstrated Research Training
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for QUT's Doctor of Philosophy , including any English language requirements enrol as a full-time, internal student (unless approval for part-time and/or external study is obtained) have completed a bachelor
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-time, internal student (unless approval for part-time and/or external study is obtained) possess a Master of Science or a Bachelor of Science with honours, with a demonstrated passion for addressing
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undergraduate units in computer science or coding experience gained through Honours or Masters research work Local and international students are welcome Full-time onshore enrolment Application process Any future
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-temperature performance. The PhD project will focus on the development, investigations and optimizations of new electrode and electrolyte materials. The project will expand the student’s skill set in scientific research
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explore unconventional ideas, develop computer algorithms for data analysis, create new experimental approaches, and apply the technique in areas like biomedicine, materials science, and geology. My group