10 relations: Alpha–beta transformation, Alternating current, Direct current, Electrical engineering, Power inverter, Robert H. Park, Symmetrical components, Three-phase electric power, Transformation (function), Vector control (motor).
In electrical engineering, the alpha-beta (\alpha\beta\gamma) transformation (also known as the Clarke transformation) is a mathematical transformation employed to simplify the analysis of three-phase circuits.
Alternating current (AC), is an electric current in which the flow of electric charge periodically reverses direction, whereas in direct current (DC, also dc), the flow of electric charge is only in one direction.
Direct current (DC) is the unidirectional flow of electric charge.
Electrical engineering is a field of engineering that generally deals with the study and application of electricity, electronics, and electromagnetism.
A power inverter, or inverter, is an electronic device or circuitry that changes direct current (DC) to alternating current (AC).
Robert H. Park (March 15, 1902 – February 18, 1994) was an American electrical engineer and inventor, best known for the Park's transformation, used to simplify the analysis of three-phase electric circuits.
In electrical engineering, the method of symmetrical components is used to simplify analysis of unbalanced three-phase power systems under both normal and abnormal conditions.
Three-phase electric power is a common method of alternating-current electric power generation, transmission, and distribution.
In mathematics, particularly in semigroup theory, a transformation is any function f mapping a set X to itself, i.e. f:X→X.
Vector control, also called field-oriented control (FOC), is a variable-frequency drive (VFD) control method where the stator currents of a three-phase AC electric motor are identified as two orthogonal components that can be visualized with a vector.
0dq, 0dq transform, 0dq transformation, 0dq transformations, 0dq transforms, DQO, Direct quadrature zero, Direct quadrature zero transform, Direct quadrature zero transformation, Direct quadrature zero transformations, Direct quadrature zero transforms, Direct-quadrature-zero transform, Direct-quadrature-zero transformation, Direct-quadrature-zero transformations, Direct-quadrature-zero transforms, Direct–quadrature–zero, Direct–quadrature–zero transform, Direct–quadrature–zero transformation, Direct–quadrature–zero transformations, Direct–quadrature–zero transforms, Dq0, Dq0 Transformation, Dq0 transform, Dq0 transformation, Dq0 transformations, Dq0 transforms, Dqo, Dqo transform, Dqo transformations, Dqo transforms, Odq, Odq transform, Odq transformation, Odq transformations, Odq transforms, Park Transformation, Park transform, Park's transform, Park's transformation, Zero direct quadrature, Zero direct quadrature transform, Zero direct quadrature transformation, Zero direct quadrature transformations, Zero direct quadrature transforms, Zero-direct-quadrature, Zero-direct-quadrature transform, Zero-direct-quadrature transformation, Zero-direct-quadrature transformations, Zero-direct-quadrature transforms, Zero–direct–quadrature, Zero–direct–quadrature transform, Zero–direct–quadrature transformation, Zero–direct–quadrature transformations, Zero–direct–quadrature transforms.