Macros

General Description

API Reference
	CORDIC Callback Events
	Macros to check CORDIC events passed by cy_cb_cordic_handle_events_t callback.

Macros
#define	CY_CORDIC_DRV_VERSION_MAJOR   2U
	The driver major version.
#define	CY_CORDIC_DRV_VERSION_MINOR   10U
	The driver minor version.
#define	CY_CORDIC_ID   CY_PDL_DRV_ID(0x63U)
	The CORDIC driver ID.
#define	CY_CORDIC_CIRCULAR_GAIN   (0x4DBA76U)
	Reciprocal of Circular gain in CY_CORDIC_CIRCULAR_GAIN format ((2^23)/1.646760258121)
#define	CY_CORDIC_HYPERBOLIC_GAIN   (0x4D47A1U)
	Reciprocal of Hyperbolic gain in CY_CORDIC_HYPERBOLIC_GAIN format ((2^22)/0.828159360960)
#define	CY_CORDIC_Q15_SCALING_FACTOR   (39568UL)
	Scaling factor : ((2^15) / 0.828159360960), where 0.828159360960 is the hyperbolic gain.
#define	CY_CORDIC_IS_OPERATING_MODE_VALID(mode)
	Is operating mode valid. More...
#define	CY_CORDIC_IS_ROTVEC_MODE_VALID(mode)
	Is rotvec mode valid. More...
#define	CY_CORDIC_IS_CIRCULAR_ROTATION_ANGLE_VALID(angle)
	In circular function, |angle_in_radians| is less than or equal to integer value representing 1.74 radians; The 1.74 angle in radians is mapped to the integer value(4646111) using: ((angle * ((2^23)/pi)) << 8) More...
#define	CY_CORDIC_IS_TAN_ANGLE_VALID(angle)
	Angle range for Tangent operation [(-2^23) / 2, (2^23 - 1) / 2]. More...
#define	CY_CORDIC_IS_HYPERBOLIC_ROTATION_ANGLE_VALID(angle)
	In hyperbolic function, |angle_in_radians| is less than or equal to integer value representing 1.11 radians; The 1.11 angle in radians is mapped to the integer value(2963898) using: ((angle * ((2^23)/pi)) << 8) More...
#define	CY_CORDIC_IS_INPUT_VALID(x)
	Is input within the range [(-2^23), (2^23 - 1)] for vectoring mode operations. More...
#define	CY_CORDIC_NUMBER_OF_ITERATIONS   (7U)
	Number of cordic iterations.

Macro Definition Documentation

CY_CORDIC_IS_OPERATING_MODE_VALID

#define CY_CORDIC_IS_OPERATING_MODE_VALID

(

mode

)

Value:

((CY_CORDIC_OPERATING_MODE_CIRCULAR  == (mode)) || \
                                                       (CY_CORDIC_OPERATING_MODE_HYPERBOLIC == (mode)))

Is operating mode valid.

CY_CORDIC_IS_ROTVEC_MODE_VALID

#define CY_CORDIC_IS_ROTVEC_MODE_VALID

(

mode

)

Value:

((CY_CORDIC_ROTVEC_MODE_VECTORING  == (mode)) || \
                                                       (CY_CORDIC_ROTVEC_MODE_ROTATION == (mode)))

Is rotvec mode valid.

CY_CORDIC_IS_CIRCULAR_ROTATION_ANGLE_VALID

#define CY_CORDIC_IS_CIRCULAR_ROTATION_ANGLE_VALID

(

angle

)

Value:

(((-(4646111)) <= (angle >> 8)) && \
                                                                       ((angle >> 8) <= (4646111)))

In circular function, |angle_in_radians| is less than or equal to integer value representing 1.74 radians; The 1.74 angle in radians is mapped to the integer value(4646111) using: ((angle * ((2^23)/pi)) << 8)

CY_CORDIC_IS_TAN_ANGLE_VALID

#define CY_CORDIC_IS_TAN_ANGLE_VALID

(

angle

)

Value:

(((-(1 << 23) / 2) <= (angle >> 8)) && \
                                                           ((angle >> 8) <= (((1 << 23) - 1) / 2)))

Angle range for Tangent operation [(-2^23) / 2, (2^23 - 1) / 2].

CY_CORDIC_IS_HYPERBOLIC_ROTATION_ANGLE_VALID

#define CY_CORDIC_IS_HYPERBOLIC_ROTATION_ANGLE_VALID

(

angle

)

Value:

(((-(2963898)) <= (angle >> 8)) && \
                                                                       ((angle >> 8) <= (2963898)))

In hyperbolic function, |angle_in_radians| is less than or equal to integer value representing 1.11 radians; The 1.11 angle in radians is mapped to the integer value(2963898) using: ((angle * ((2^23)/pi)) << 8)

CY_CORDIC_IS_INPUT_VALID

#define CY_CORDIC_IS_INPUT_VALID

(

x

)

Value:

(((-(1 << 23)) <= (x)) && \
                                                       ((x) <= ((1 << 23) - 1)))

Is input within the range [(-2^23), (2^23 - 1)] for vectoring mode operations.