APTPUO-2027 Winter-ELG3575A

University of OttawaOttawa, ON
Onsite

About The Position

The Faculty of Engineering, specifically the School of Electrical Engineering and Computer Science, is seeking a Regular Part-Time Professor to teach Introduction to Telecommunication Systems (ELG3575 Section A) during the 2027 Winter Semester. The course covers linear systems, sampling theorem, Fourier analysis, linear modulation methods (single-sideband, double-sideband, vestigial, quadrature-phase, AM with carrier), superheterodyne receivers, phase and frequency modulation, Carson's rule, frequency demodulation, basic digital modulation techniques (ASK, PSK, FSK), bandwidth for PAM (Nyquist criterion), pulse modulation and coding, and an introduction to error control coding and information theory. The course will be delivered in person, and the professor is expected to attend tutorials for an average of one hour per week, with the contract including 52 hours of work. The University of Ottawa is committed to diversity, inclusion, and creating a barrier-free work environment.

Requirements

  • Excellent knowledge of the course content, demonstrated by teaching similar courses or relevant employment experience.
  • Must be licensed as a Professional Engineer.
  • Regular applicants must have obtained a doctorate in a relevant field, particularly for specialized courses, or have relevant work experience after obtaining their doctorate.
  • Include professional license number and province of issuance in the application.
  • Must attend tutorials, at least one hour per week on average.

Nice To Haves

  • Competence in a second language (passive).

Responsibilities

  • Teach Introduction to Telecommunication Systems (ELG3575 Section A).
  • Attend tutorials for an average of one hour per week.

Benefits

  • Competitive salary
  • Defined benefit pension plan
  • Group insurance coverage
  • Employee and family assistance program

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What This Job Offers

Job Type

Part-time

Career Level

Mid Level

Education Level

Ph.D. or professional degree

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