add new sensor types for handling gyro data and device orientation more efficiently.
Change-Id: I453b7a2e84b885ca207d9d938b923e1624554644
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@@ -59,6 +59,9 @@ __BEGIN_DECLS
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#define SENSOR_TYPE_PRESSURE 6
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#define SENSOR_TYPE_TEMPERATURE 7
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#define SENSOR_TYPE_PROXIMITY 8
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#define SENSOR_TYPE_GRAVITY 9
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#define SENSOR_TYPE_LINEAR_ACCELERATION 10
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#define SENSOR_TYPE_ROTATION_VECTOR 11
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/**
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* Values returned by the accelerometer in various locations in the universe.
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@@ -189,6 +192,17 @@ __BEGIN_DECLS
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* All values are in micro-Tesla (uT) and measure the ambient magnetic
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* field in the X, Y and Z axis.
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*
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* Gyroscope
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* ---------
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* All values are in radians/second and measure the rate of rotation
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* around the X, Y and Z axis. The coordinate system is the same as is
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* used for the acceleration sensor. Rotation is positive in the counter-clockwise
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* direction. That is, an observer looking from some positive location on the x, y.
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* or z axis at a device positioned on the origin would report positive rotation
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* if the device appeared to be rotating counter clockwise. Note that this is the
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* standard mathematical definition of positive rotation and does not agree with the
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* definition of roll given earlier.
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*
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* Proximity
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* ---------
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*
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@@ -202,7 +216,32 @@ __BEGIN_DECLS
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*
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* The light sensor value is returned in SI lux units.
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*
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* Gravity
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* -------
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* A gravity output indicates the direction of and magnitude of gravity in the devices's
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* coordinates. On Earth, the magnitude is 9.8. Units are m/s^2. The coordinate system
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* is the same as is used for the acceleration sensor.
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*
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* Linear Acceleration
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* -------------------
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* Indicates the linear acceleration of the device in device coordinates, not including gravity.
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* This output is essentially Acceleration - Gravity. Units are m/s^2. The coordinate system is
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* the same as is used for the acceleration sensor.
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*
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* Rotation Vector
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* ---------------
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* A rotation vector represents the orientation of the device as a combination
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* of an angle and an axis, in which the device has rotated through an angle
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* theta around an axis <x, y, z>. The three elements of the rotation vector
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* are <x*sin(theta/2), y*sin(theta/2), z*sin(theta/2)>, such that the magnitude
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* of the rotation vector is equal to sin(theta/2), and the direction of the
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* rotation vector is equal to the direction of the axis of rotation. The three
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* elements of the rotation vector are equal to the last three components of a
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* unit quaternion <cos(theta/2), x*sin(theta/2), y*sin(theta/2), z*sin(theta/2)>.
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* Elements of the rotation vector are unitless. The x, y, and z axis are defined
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* in the same was as for the acceleration sensor.
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*/
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typedef struct {
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union {
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float v[3];
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