Fundamentals of αβγ (Clarke) and dq0 (Park) Transformations

How to Use dq0 (Park) Transformations in Oscilloscopes for Rotor-reference Frame Motor Control Analysis

Join Teledyne LeCroy as we explain the principles and math behind simplifying a three-phase AC vector system into a simpler vector system for use by control systems and that can also highlight performance characteristics of the power conversion and control system.

Fundamentals of αβγ (Clarke) and dq0 (Park) Transformations

AVAILABLE ON-DEMAND
This webinar was originally held on September 24, 2025.

In part 1 we describe a three-phase AC vector system, introduce the concept of the single space vector, and define and explain the principles and math behind alpha-beta-gamma (αβγ, or Clarke) and dq0 (Park) transformations for a three-phase AC vector system.

Topics to be covered in this webinar:

  • AC three-phase vector system description
  • Space vector for a three-phase system
  • αβγ (Clarke) transformation
  • dq0 (Park) transformation
  • The difference between an αβγ (Clarke) and dq0 (Park) transformation

Who should attend? 3-phase power conversion control and systems engineers, especially for motor drives.

What will attendees learn? The fundamentals of three-phase vector transformations, why they are used and how the information they provide can optimize product performance.

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