- Location
- Toronto, Ontario, Canada
- Bio
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Hi! I'm a 1st year MASc candidate in Mechanical and Industrial engineering at the University of Toronto, studying ways to manage heat in EV fast chargers. I'm passionate about climate change and sustainability, which drives my current research. I have experience in fleet engineering, project coordination with construction, reliability engineering in oil and gas, and geothermal energy. I also have experience with scientific computing in Python and MATLAB, and mobile development with Flutter.
- Resume
- Shahzeb Mirza Resume.pdf
- Portals
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Vancouver, British Columbia, Canada
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- Categories
- Mechanical engineering Engineering project management Website development Mobile app development Machine learning
Skills
Socials
Achievements
Latest feedback
Recent projects
Work experience
Static Equipment EIT
CNRL
Calgary, Alberta, Canada
May 2020 - December 2020
Supported the safe and reliable operation of static equipment for Jackpine and Muskeg River mine downstream facilities including ore prep, extraction, froth treatment, and utilities.
Project Coordinator
Aman Builders
Sherwood Park, Alberta, Canada
August 2019 - December 2019
Coordinated schedules, communication, and budgets between owners, consultants, subtrades, and suppliers for a new $15M school construction project.
Engineering Assistant
City of Edmonton
Edmonton, Alberta, Canada
April 2018 - December 2018
Supported the municipal vehicle fleet including performing failure investigations, designing modifications, and analyzing fleet wide performance trends to maximize uptime.
Research Associate
University of Alberta
April 2017 - December 2017
Experimentally and analytically analyzed the performance of Stirling engines for use in low temperature geothermal applications.
Education
BSc, Mechanical Engineering Co-op
University of Alberta
September 2015 - June 2020
Personal projects
Python Fluid Simulation
December 2021 - January 2022
Developed a custom Python Fluid Simulation tool for python to visualize steady-state streamlines. Works with arbitrary domain sizes, boundary conditions and obstacles.