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Describe the following concepts. (a) Clusters in a cellular phone system. (b) Multipath effects in a central city area compared to multipath effects in a desert.

Short Answer

Expert verified
Clusters are groups of cell towers working together. Multipath effects are stronger in cities due to numerous reflections; they are minimal in deserts.

Step by step solution

01

Title - Define clusters in a cellular phone system

Clusters in a cellular phone system refer to a group of cell towers that work together to provide coverage over a large area. Each cell tower in the cluster uses a different set of frequencies to avoid interference. These clusters help manage the limited frequency spectrum efficiently and ensure continuous coverage as users move from one cell to another.
02

Title - Explain multipath effects in a central city area

Multipath effects occur when a signal takes multiple paths to reach the receiver, causing interference. In a central city area, the presence of many buildings and structures creates numerous reflections and deflections, leading to strong multipath effects. This results in signal fading and potential degradation of communication quality.
03

Title - Explain multipath effects in a desert

In a desert, there are fewer obstacles like buildings or trees that can reflect or deflect the signal. As a result, the multipath effects are minimal, leading to a more direct and stable signal between the transmitter and receiver. This generally improves communication quality in desert areas compared to urban environments.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Frequency Management
Frequency management is a crucial aspect of cellular phone systems. It ensures that the limited frequency spectrum is used efficiently. Imagine a party where everyone is speaking at the same time; it would be chaotic and hard to understand anyone. Similarly, if multiple cell towers used the same frequencies, they would interfere with each other, leading to poor communication quality. To avoid this, each cell tower within a cluster is assigned different frequencies. This method, known as frequency reuse, allows multiple towers to operate closely without causing interference.
By carefully managing frequencies, cellular networks can provide seamless and uninterrupted service, even as users move between different cells. This process is essential in densely populated areas where the demand for cellular services is high.
Multipath Effects
Multipath effects occur when a signal travels through multiple paths before reaching the receiver. This can cause interference and affect the signal quality. In urban environments, where there are many buildings and structures, multipath effects are pronounced. Signals bounce off buildings and other objects, creating multiple reflections. When these reflected signals converge, they can cause phase shifts, leading to signal fading or even drops.
In contrast, in open areas like deserts, there are fewer obstacles to cause these reflections. Therefore, signals travel more directly from the transmitter to the receiver, resulting in minimal multipath effects. The simpler environment leads to clearer and more stable communication.
Signal Fading
Signal fading is the reduction in strength of a transmitted signal before it is received. This phenomenon can occur for several reasons, such as distance, obstacles, and weather conditions. Multipath effects are a significant contributor to signal fading. When multiple signal paths combine destructively, they cause a reduction in the overall signal strength.
In urban centers with tall buildings, signal fading is more common due to numerous reflections and deflections. In contrast, in open spaces like deserts, the signal encounters fewer obstacles, leading to less fading. Managing signal fading is essential for maintaining reliable communication. Technologies like antenna diversity and adaptive equalization help mitigate these effects, ensuring a more stable connection for users.

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Most popular questions from this chapter

An antenna with a gain of \(10 \mathrm{~dB}\) presents an \(\mathrm{RF}\) signal with a power of \(5 \mathrm{dBm}\) to a low-noise amplifier along with noise of \(1 \mathrm{~mW}\) and an interfering signal of \(2 \mathrm{~mW}\). (a) What is the RF SIR? Include both noise and the interfering signal in your calculation. Express your answer in decibels. (b) The modulation format and coding scheme used have a processing gain, \(G_{P}\), of \(7 \mathrm{~dB}\). The modulation scheme has four states. What is the ratio of the energy per bit to the noise per bit, that is, what is the effective \(E_{b} / N_{o}\) after despreading?

GLONASS is the Russian satellite navigation system with one of two open signals called the L1OF band at \(1600.995 \mathrm{MHz}\). The system uses DSSS encoding and BPSK modulation and each GLONASS satellite transmits on a different frequency. The symbol rate is 511,000 chips \(/ \mathrm{s}\), the bandwith of the transmitted signal is approximately \(540 \mathrm{kHz}\), and there are 50 information bits per second. (a) What is the system's processing gain? (b) What is the noise in \(\mathrm{dBm}\) received in the \(540 \mathrm{kHz}\) bandwidth? (c) If the required system minimum effective SNR is \(6 \mathrm{~dB}\), what is the minimum acceptable power, in \(\mathrm{dBm}\), of the received signal? Assume that the receiver is noiseless.

Consider an OFDM system with 12 subcarriers carrying data and which uses 8-PSK modulation of each subcarrier and a coding rate of \(3 / 4\). Pilot subcarriers they can be ignored in this problem so consider all 12 subcarriers. (a) How many symbols are there for each subcarrier? That is, how many points are there in the constellation diagram for one subcarrier? (b) How many coded bits (code + data) are there on each subcarrier? That is, how many bits per symbol are there for each subcarrier? (c) Considering all of the data subcarriers, how many coded bits are there per OFDM symbol? [Hint, there are 12 subcarriers, so for each OFDM symbol there will be 12 subcarrier symbols.] (d) Considering the coding rate, determine the number of data bits per OFDM symbol. That is, ignore coding bits.

The receiver in a digital radio system receives a \(100 \mathrm{pW}\) signal and the interference from other radios at the input of the receiver is \(20 \mathrm{pW}\). The receiver has an overall gain of \(40 \mathrm{~dB}\) and the noise added by the receiver, referred to the out- $$2$$ put of the receiver, is \(100 \mathrm{nW}\). (a) What is the RF SIR at the output of the receiver? (b) If 16-QAM modulation with a modulation efficiency of \(2.98 \mathrm{bit} / \mathrm{s} / \mathrm{Hz}\) is used and the processing gain is \(30 \mathrm{~dB}\), what is the effective SIR after despreading, i.e. what is \(E_{b, \text { eff }} / N_{o, b} ?\)

A \(4 \mathrm{kHz}\) bandwidth voice signal is coded by a vocodor as an 8 kbit/s data stream. Coding increases the data stream to \(64 \mathrm{kbit} / \mathrm{s}\). What is the processing gain that can be achieved at the receiver if QPSK modulation is used with a modulation efficiency of 1.4 bit \(/ \mathrm{s} / \mathrm{Hz}\) ?

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