Autonomous Airborne Wireless Networks. Группа авторовЧитать онлайн книгу.

will discuss recent efforts in the modeling of AG and AA propagation channels.

2.4.1 Background

In wireless communications, several propagation phenomena occur when electromagnetic waves radiate from the transmitter in several directions and interact with the surrounding environment before reaching the receiver. As shown in Figure 2.3, propagation phenomena such as reflection, scattering, diffraction, and penetration occur due to the natural obstacles and buildings, which provoke the multiple realization of the signal transmitted from the UAV, often known as multipath components (MPC). Thus, each component received at the receiver with different amplitude, phase, and delay, and the resultant signal is a superposition of multiple copies of the transmitted signal, which can interfere either constructively or destructively depending on their respective random phases [6]. Typically, several fading mechanisms are added linearly in dB to represent the radio channel as

(2.1) y equals PL plus normal upper X Subscript normal upper L Baseline plus normal upper X Subscript normal upper S Baseline comma

Schematic illustration of multipath air-to-ground propagation in urban setting.

Figure 2.3 Multipath air‐to‐ground propagation in urban setting.

where is the distance‐dependent path loss, normal upper X Subscript normal upper L is the large‐scale fading consisting of power variation on a large scale due to the environment, and is the small‐scale fading. Parameters of channel model, such as path loss exponent and LoS probability, are dependent on the altitude level because propagation conditions change at different altitudes. The airspace is often segregated into three propagation echelons or slices as follows:

Terrestrial channel: For suburban and urban environments, altitude is between 10 and 22.5 m, respectively [7]. In this case, the terrestrial channel models can be used to model AG propagation because the airborne UAV is below the rooftop level. As a result, NLoS is the dominant component in the propagation.

Obstructed AG channel: For suburban and urban environments, altitude is 10–40 m and 22.5–100 m, respectively. In this case, LoS probability is higher than that of the terrestrial channels.

High‐altitude AG channel: All channels are in LoS for the altitude ranges between 100 and 300 m or above. Consequently, the propagation is similar to that in the free space case. Moreover, no shadowing is experienced for these channels.

2.4.1.1 Path Loss and Large‐Scale Fading

Air‐to‐Air Channel Free space path loss model is the simplest channel model to represent the AA propagation at a relatively high altitude. Thus, the received power is given by [6]

(2.2) upper P Subscript upper R Baseline equals upper P Subscript upper T Baseline upper G Subscript upper T Baseline upper G Subscript upper R Baseline left-parenthesis StartFraction lamda Subscript c Baseline Over 4 pi d EndFraction right-parenthesis squared comma

where upper P Subscript upper T denotes the transmitted signal power, upper G Subscript upper T and upper G Subscript upper R represent the gain of the transmitter and receiver antennas, respectively, is the ground distance between the transmitter and receiver, and lamda Subscript c is the carrier wavelength. Path loss exponent left-parenthesis eta right-parenthesis is the rate of distance‐dependent power loss, where eta varies with environments. In Eq. (2.2), eta equals 2 for free space propagation. Therefore, the distance‐dependent path loss expression can be generalized as

(2.3) PL equals left-parenthesis StartFraction 4 pi d Over lamda Subscript c Baseline EndFraction right-parenthesis Superscript eta Baseline period

Air‐to‐Ground Channel In urban environment, the AG channel may not experience complete free space propagation. In the existing literature on UAV communications, the log‐distance model is the prominently used path loss model due to its simplicity and applicability when environmental parameters are difficult to define. Therefore, path loss in dB is given by

(2.4) PL left-parenthesis d right-parenthesis equals normal upper P normal upper L 0 plus 10 eta log left-parenthesis StartFraction d Over d 0 EndFraction right-parenthesis comma

where normal upper P normal upper L 0 equals 20 log left-parenthesis StartFraction 4 pi d 0 Over lamda Subscript c Baseline EndFraction right-parenthesis is the path loss for the reference distance d 0 . For the same propagation distance between the ground device and the UAV, large‐scale variations are different at different locations within the same environment because the materials of obstacles vary from each other, which affects the radio signal propagation. As a result, at any distance , upper X Subscript upper L in Eq. (2.1) is the shadow fading measured in dB and modeled as the normal random variable with variance sigma in dB. This model is extensively applied for modeling of the terrestrial channels. Table 2.2 lists some measurement campaigns for the estimations of path loss and large‐scale effects.

Another popular channel model to characterize the AG propagation in UAV communications is the probabilistic path loss model in [4] and [17]. In [17], the path loss between the ground device and the UAV is dependent on the position of the UAV and the propagation environments (e.g. suburban, urban, dense‐urban, high‐rise). Consequently, during the AG radio propagation, the communication link can be either LoS or NLoS depending on the environment. Many of the existing works [18–35] on UAV communications adopted the probabilistic path loss model of [4] and [17]. In these works, the probability of occurrence of LoS and NLoS links are functions of the environmental parameters, height of the buildings, and the elevation angle between the ground device and the UAV. This model is based on environmental parameters defined

Скачать книгу