3.3.10 mcFoc_InverseParkTransformation
C
/* Floating point Inverse Park Transformation */ void mcFoc_InverseParkTransformation( const tmcTypes_DQ_s * const pDQ, const float32_t sine, const float32_t cosine, tmcTypes_AlphaBeta_s * const pAlphaBeta ) /* Fixed point Inverse Park Transformation */ void mcFoc_InverseParkTransformation(const tmcTypes_DQ_s * const pDQ, const int16_t sine, const int16_t cosine, tmcTypes_AlphaBeta_s * const pAlphaBeta)
Summary
Inverse Park Transformation.
Description
This function performs the inverse Park transformation to convert rotating reference frame (D-Q) currents into stationary reference frame (alpha-beta) currents . When the d-axis is aligned with the rotor flux, the following mathematical equations illustrate the current vector and the relationship between the two reference frames.
where and are the stationary reference frame components, and are rotating reference frame components and and are the cosine and sine values of theta (rotor flux position angle)
Precondition
None..
Parameters
Param | Description |
---|---|
pAlphaBeta | A pointer to the structure holding alpha-beta currents. |
sine | Sine value of the electrical angle. Refer the generated header for the exact data type. |
cosine | Cosine value of the electrical angle. Refer the generated header for the exact data type. |
pDQ | A pointer to the structure holding DQ currents. |
Returns
None. The results of the transformation are stored in the structure pointed to by alphaBetaCurrents.
Example
// Define the parameters for floating point Inverse Park Transformation tmcTypes_DQ_s dqCurrents = { .d = 1.0f, .q = 0.5f }; float32_t sineValue = sin(electricalAngle); float32_t cosineValue = cos(electricalAngle); tmcTypes_AlphaBeta_s alphaBetaCurrents; // Define the parameters for floating point Inverse Park Transformation tmcTypes_DQ_s dqCurrents = { .d = 1, .q = 2 }; int16_t sineValue = sin(electricalAngle); int16_t cosineValue = cos(electricalAngle); tmcTypes_AlphaBeta_s alphaBetaCurrents; mcFoc_InverseParkTransformation( &dqCurrents, sine, cosine, &alphaBetaCurrents );
Remarks
Refer the generated header file for the exact function signature.