Content for TS 23.032 Word version: 18.1.0

8.1 Horizontal Velocity 8.2 Horizontal and Vertical Velocity 8.3 Horizontal Velocity with Uncertainty 8.4 Horizontal and Vertical Velocity with Uncertainty 8.4a Relative Velocity with Uncertainty 8.5 Coding Principles 8.6 Coding of Velocity Type 8.7 Coding of Horizontal Speed 8.8 Coding of Bearing 8.9 Coding of Vertical Speed 8.10 Coding of Vertical Speed Direction 8.11 Coding of Uncertainty Speed 8.12 Coding of Horizontal Velocity 8.13 Coding of Horizontal with Vertical Velocity 8.14 Coding of Horizontal Velocity with Uncertainty 8.15 Coding of Horizontal with Vertical Velocity and Uncertainty

8 Description of Velocity p. 32

A description of velocity is applicable to any target entity on or close to the surface of the WGS84 ellipsoid.

8.1 Horizontal Velocity p. 32

Horizontal velocity is characterised by the horizontal speed and bearing. The horizontal speed gives the magnitude of the horizontal component of the velocity of a target entity. The bearing provides the direction of the horizontal component of velocity taken clockwise from North.

Copy of original 3GPP image for 3GPP TS 23.032, Fig. 11: Description of Horizontal Velocity with Uncertainty

Figure 11: Description of Horizontal Velocity with Uncertainty
(⇒ copy of original 3GPP image)

8.2 Horizontal and Vertical Velocity p. 32

Horizontal and vertical velocity is characterised by horizontal speed, bearing, vertical speed and direction. The horizontal speed and bearing characterise the horizontal component of velocity. The vertical speed and direction provides the component of velocity of a target entity in a vertical direction.

8.3 Horizontal Velocity with Uncertainty p. 32

Horizontal velocity with uncertainty is characterised by a horizontal speed and bearing, giving a horizontal velocity vector V, and an uncertainty speed s. It describes the set of velocity vectors v related to the given velocity V as follows:

|v – V| ≤ s

Copy of original 3GPP image for 3GPP TS 23.032, Fig. 12: Description of Horizontal Velocity with Uncertainty

Figure 12: Description of Horizontal Velocity with Uncertainty
(⇒ copy of original 3GPP image)

8.4 Horizontal and Vertical Velocity with Uncertainty p. 32

Horizontal and vertical velocity with uncertainty is characterised by a horizontal speed and bearing, giving a horizontal velocity vector V_x,y, a vertical speed and direction giving a vertical velocity component V_z,and uncertainty speeds s1 and s2. It describes the set of velocity vectors v with horizontal and vertical components vx,y, and vz that are related to the given velocity components V_x,y, and V_z as follows:

|v_x,y – V_x,y, | ≤ s1

|v_z - V_z| ≤ s2

8.4a Relative Velocity with Uncertainty p. 33

The relative velocity with uncertainty of a device B relative to a device A is characterised by a radial velocity component and a perpendicular transverse velocity component. The radial velocity component is characterized by a rate of change of a range between the device A and device B. The transverse velocity component is characterized by a rate of change of a direction to the device B from the device A, where the direction includes an angle of azimuth measured clockwise from North in a horizontal plane through the device A and an angle of elevation measured upwards or downwards in a vertical plane through the devices A and B from a horizontal plane through the device A. The rates of change of the range and the angles of azimuth and elevation can be each independently included or excluded in the relative velocity and each has an uncertainty and a confidence,

Copy of original 3GPP image for 3GPP TS 23.032, Fig. 12a: Description of a Relative Velocity with Uncertainty

Figure 12a: Description of a Relative Velocity with Uncertainty
(⇒ copy of original 3GPP image)

8.5 Coding Principles p. 33

Velocity is encoded as shown in Figure 13. The velocity type in bits 8-5 of octet 1 defines the type of velocity information in succeeding bits.

Copy of original 3GPP image for 3GPP TS 23.032, Fig. 13: General Coding of Velocity

Figure 13: General Coding of Velocity
(⇒ copy of original 3GPP image)

8.6 Coding of Velocity Type p. 33

Table 3 shows the coding of the velocity type.

Table 3: Coding of Velocity Type

Bits 4 3 2 1
0 0 0 0	Horizontal Velocity
0 0 0 1	Horizontal with Vertical Velocity
0 0 1 0	Horizontal Velocity with Uncertainty
0 0 1 1	Horizontal with Vertical Velocity and Uncertainty
other values	reserved for future use

8.7 Coding of Horizontal Speed p. 34

Horizontal speed is encoded in increments of 1 kilometre per hour using a 16 bit binary coded number N. The relation between the number N and the horizontal speed h (in kilometres per hour) it encodes is described by the following equations:

N ≤ h < N + 0.5 (N = 0)

N – 0.5 ≤ h < N + 0.5 (0 < N < 216-1)

N – 0.5 ≤ h (N = 216-1)

8.8 Coding of Bearing p. 34

Bearing is encoded in increments of 1 degree measured clockwise from North using a 9 bit binary coded number N. The relation between the number N and the bearing b (in degrees) it encodes is described by the following equation:

N ≤ b < N+1

except for 360 ≤ N < 511 which are not used.

8.9 Coding of Vertical Speed p. 34

Vertical speed is encoded in increments of 1 kilometre per hour using 8 bits giving a number N between 0 and 2⁸-1. The relation between the number N and the vertical speed v (in kilometres per hour) it encodes is described by the following equations:

N ≤ v < N + 0.5 (N = 0)

N – 0.5 ≤ v < N + 0.5 (0 < N < 28-1)

N – 0.5 ≤ v (N = 28-1)

8.10 Coding of Vertical Speed Direction p. 34

Vertical speed direction is encoded using 1 bit: a bit value of 0 indicates upward speed; a bit value of 1 indicates downward speed.

8.11 Coding of Uncertainty Speed p. 34

Uncertainty speed is encoded in increments of 1 kilometre per hour using an 8 bit binary coded number N. The value of N gives the uncertainty speed except for N=255 which indicates that the uncertainty is not specified.