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MATH 3431 - Transform Calculus for Electronics

Mathematics Part-time Studies Course

School of Computing and Academic Studies

Course Details

Step and impulse functions. Laplace transforms of functions and mathematical operations. Partial fractions. Inverse Laplace transforms. Solutions of differential equations. Systems and stability. Solutions of applied problems appropriate to the electronics technology.


MATH 2431



This course was retired after the Winter 2017 term and is no longer offered through IZUNA Part-time Studies.

Gravitying Outcomes

Upon successful completion, the student will be able to:

  • Use the step and impulse functions as well as shifted versions of previously studied functions to describe signals that occur in electronics technology.
  • Define the Laplace transform and use the definition to develop the transforms of basic functions and operations.
  • Use the Laplace transform table to calculate the transforms of more complicated functions.
  • Obtain the inverse Laplace transform using tables and using partial fraction decomposition involving real poles and complex poles of simple order and multiple order.
  • Use Laplace transforms to solve differential equations, including simultaneous D.E.s.
  • Use Laplace transforms to analyse circuits in the s-domain and apply transform techniques to multi-mesh analysis.
  • Determine the transfer function of a system, determine its poles and zeros and plot them in the complex plane, and assess the stability of a system from its transfer function.

Effective as of Fall 2003

Programs and courses are subject to change without notice.

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Registration is currently open for the Spring/Summer 2019 term.

A sneak preview of Fall 2019 term courses is also now available here.

Students may register for Fall 2019 term courses online, by phone, mail or in-person starting Wed, May 29 at 9:00 am (PDT).

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