Deck 22: Personal Communication Systems

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What is sleep mode for a cell phone, and what is the advantage of being able to use a sleep mode
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Question
Why are soft handoffs not possible with TDMA or GSM
Question
(a) Calculate the length of a quarter-wave monopole antenna for the center of the cellular radio band (860 MHz) and the center of the PCS band (1910 MHz).
(b) Assuming equal transmitter power applied to both of the antennas in the previous item (a), would there be any difference in the power density generated at a receiving antenna Assume free-space propagation. Explain.
(c) If these antennas are used as receiving antennas, which of the two would produce a stronger signal at the receiver input, and by how many decibels Assume equal power density at the antenna. Explain.
Question
Why won't a North American TDMA phone work in Europe
Question
What is the use of the Walsh codes for each of the forward and reverse links of the CDMA system
Question
Compare the spectral efficiency of the TDMA and GSM PCS and analog AMPS in terms of kHz used per voice channel.Proceed as follows:
(a) Take a simplistic approach to get a rough estimate. Find the width of each RF channel and the number of voice channels per RF channel. Ignore control channels. Calculate spectrum use in kHz per channel.
(b) Refine your estimate by considering the proportion of the overall bandwidth used by control channels in each system and therefore unavailable for voice. Assume a 12-cell repeating pattern with one control channel for each cell in TDMA and GSM. Also assume the use of one of the larger PCS frequency blocks. Check Chapter 21 to refresh your memory about AMPS control channels.
(c) Compare CDMA with the others. First find the bandwidth per voice channel for one cell, then take into account the gain in capacity that results from the ability to use all channels in all cells to arrive at an equivalent bandwidth per voice channel.
Question
The systems described in this chapter are sometimes called second-generation PCS. What was the first generation What is expected from the third generation
Question
Compare the number of TDMA channels on one RF channel for the TDMA and GSM systems.
Question
What is the use of the long code in each of the forward and reverse links in the CDMA system
Question
(a) Suppose that the SMSCH in a TDMA system occupies five slots in each superframe. What is the total bit rate available for short messages
(b) Suppose that five users in the cell or sector have messages addressed to them at the same time. What is the bit rate available for each user
Question
What frequency range is used for North American PCS How were frequencies assigned to service providers
Question
Compare the RF channel bandwidths for the TDMA and GSM systems. Which uses bandwidth more efficiently
Question
How does the CDMA system take advantage of pauses in speech to increase system capacity Explain how it is done in both forward and reverse channels.
Question
(a) A CDMA mobile measures the signal strength from the base as 85 dBm. What should the mobile transmitter power be set to as a first approximation (b) Once the connection is made with the previous power level, 85 dBm), the base station needs the mobile to change its power to + 5 dBm. How long will it take to make this change
Question
How is interference between base and mobile transmissions prevented in PCS
Question
Why do GSM and TDMA sometimes have to use traffic channels for control information
Question
Why does QPSK require linear amplifiers while GMSK does not Which PCS use each of these modulation schemes
Question
(a) Calculate the time for one complete repetition of the Walsh code on the forward channel.
(b) Repeat (a) for the long code. (Now do you see why it's called the long code )
Question
Give two other terms for the RF channel from base to mobile.
Question
How does GSM handle handoff requests from base to mobile
Question
What advantage does offset QPSK have over normal QPSK Where is offset QPSK used in PCS
Question
A rake receiver in a mobile receives a direct signal from a base 1 km away and a reflected signal from a building 0.5 km behind the mobile. It also receives a signal from another base station 3 krn away. See Figure 22.20 for the situation. Calculate the amount of time delay each "finger" of the receiver needs to apply.
Question
Give two other terms for the RF channel from mobile to base.
Question
What does a GSM mobile do, during a call, in those time slots when it is neither transmitting or receiving voice information
Question
Why is control of the mobile transmitter power more important in CDMA than in the other PCS
Question
As we saw earlier in this book, ordinary digital wireline telephony uses a bit rate of 64 kb/s for each voice channel. Find the ratio by which the data has been compressed in each of the digital systems discussed. Assume full-rate vocoders for TDMA and GSM.
Question
How is it possible for a digital system to use less bandwidth than a traditional analog FM system
Question
How does frequency hopping improve the reliability of a communication system in the presence of multipath interference
Question
Explain the difference between open-loop and closed-loop power control.
Question
Compare TDMA, GSM, and COMA by.finding for each (take note that there are two different modulation schemes in use):
(a) the RF channel rate in bits per second per hertz of bandwidth
(b) the RF channel rate in symbols per second per hertz of bandwidth
Question
What other advantages do digital systems have over analog
Question
Which of the three North American PCS can use frequency hopping to improve its performance
Question
What is a rake receiver, and what benefits does it provide
Question
(a) What is the difference in propagation time for signals from two mobiles, one 150m from the base, and the other 2 km away (b) How many bit periods in the RF channel correspond to this difference, for each of the three systems discussed in this chapter
Question
Do current PCS implementations have any disadvantages compared with analog 800-MHz cellular radio
Question
Describe the GSM SIM and explain how it makes traveling to other countries easier for GSM users than for those with other types of PCS phones.
Question
Explain the difference in the way PCS handle short messages and longer data transmissions.
Question
Suppose a wireless system operates at 200 kb/s using BPSK.What data rate would be possible in the same bandwidth using:
(a) QPSK
(b) 8-DPSK
Suppose a wireless system operates at 200 kb/s using BPSK.What data rate would be possible in the same bandwidth using: (a) QPSK (b) 8-DPSK  <div style=padding-top: 35px>
Question
How does IS-136 PCS TDMA differ from the TDMA used at 800 MHz
Question
How does GSM prevent people from using the system without authorization
Question
What is the difference between circuit-switched and packet-switched data transmissions
Question
What are the meaning and function of the SCF bits in the TDMA digital control channel
Question
Why won't a North American GSM phone work in Europe
Question
Which of the personal communication systems has the highest speed for circuit-switched data
Question
What happens if two mobiles transmit simultaneously on the reverse control channel in the TDMA system
Question
How would a North American GSM user obtain service on a trip to Europe
Question
Why is it difficult to measure signal strength in a CDMA PCS
Question
What is meant by a logical channel, and how is the control channel divided into logical channels in the TDMA system
Question
Explain the difference between frequency-hopping and di-rect-sequence spread-spectrum systems. Which of these is used with the CDMAone personal communication system
Question
What are the data rates envisioned by the IMT-2000 specifications, and how do they compare with current systems
Question
What is the meaning of a superframe in TDMA What information must be transmitted completely in one superframe
Question
How does CDMA improve the frequency reuse situation compared with TDMA and GSM
Question
The second generation of PCS uses three incompatible standards in North America. Does the third generation improve on this situation
Question
What is a hyperframe in TDMA, and what is its function
Question
Explain what is meant by a soft handoff. What advantages does it have
Question
Explain time-division duplexing. How does it compare with traditional duplexing methods
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Deck 22: Personal Communication Systems
1
What is sleep mode for a cell phone, and what is the advantage of being able to use a sleep mode
Sleep mode is the mode when cell phone is in idle mode and waiting for either voice call or teleservice message.
In TDMA (time-division multiple access) digital control channel, there is a time slot dedicated to paging channel which helps cell phone in switching to sleep mode. To understand the sleep mode for a cell phone, monitor the indicators in the time slots used for paging and which in turn inform the phone about the broadcast information changes. Thus, as long as broadcast information remains same, the phone only have to wake up and read its paging slot and perform channel measurements. This provides an efficient sleep mode and also provides the fast response of broadcast updates. This in turn provides extend battery life.
2
Why are soft handoffs not possible with TDMA or GSM
Handoff refers to the process of transferring an active call from one channel in a cell to another channel. Soft handoff is a technology in which two or more base stations are connected simultaneously to a mobile during a call. Soft handoff technology is used by code division multiple access (CDMA) systems. In CDMA systems all the cells uses all the frequencies due to which a mobile receives signals from one or more base station. So in that case if a mobile moves out of cell, since it receives signal from one or more base station it will just use soft handoff instead of suddenly changing frequency (handoff).
Soft Handoff is not possible with TDMA and GSM networks as all the cells in the TDMA and GSM systems do not use all the frequencies. So, mobile used in these systems do not receive more than one signal simultaneously during a call like in CDMA network. Since, the mobile do not receive more than one signal, soft handoff is not possible with TDMA and GSM networks. TDMA and GSM system uses handoff technique. Handoff is a technique of transferring continuing call from one cell site to another cell site without disconnecting it.
3
(a) Calculate the length of a quarter-wave monopole antenna for the center of the cellular radio band (860 MHz) and the center of the PCS band (1910 MHz).
(b) Assuming equal transmitter power applied to both of the antennas in the previous item (a), would there be any difference in the power density generated at a receiving antenna Assume free-space propagation. Explain.
(c) If these antennas are used as receiving antennas, which of the two would produce a stronger signal at the receiver input, and by how many decibels Assume equal power density at the antenna. Explain.
a)
A quarter wave monopole antenna has antenna length (l) equal to
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . of it's wavelength ( ).
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . (i)
The center of cellular radio band has a frequency
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
Calculate the wavelength
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . The length of antenna is,
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . Thus, the length of the antenna is
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
(ii)
The center of a PCS band has a frequency
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
Calculate the wavelength
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . The length of antenna is,
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . Thus, the length of the antenna is
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
b)
The receiver antenna flux density or power density is,
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . Here,
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . is the Power Transmitted
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . is the Transmitter Gain
R is the Distance between transmitter and receiver
Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same).
However the actual power received varies as a square of wavelength. According to the following formula
Received Power
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . Here,
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . is the Effective area of antenna
F is the Power Density
Therefore, the formula for radiated power gets modified as follows
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . Here, D is the Diameter of the antenna
c)
If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture.
Received Power
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . And Effective area of antenna is,
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
Assume receiver power and wavelength for cellular frequency range antenna are
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . and
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . respectively.
Similarly, assume power and wavelength of PCS frequency antenna be
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . and
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . respectively.
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . …… (1)
Since
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . and
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . that is
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . , thus the antenna with cellular frequency produces a stronger signal at the receiver.
Convert equation (1) to decibels.
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by
a) A quarter wave monopole antenna has antenna length (l) equal to   of it's wavelength ( ).   (i) The center of cellular radio band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . (ii) The center of a PCS band has a frequency   . Calculate the wavelength   .   The length of antenna is,   Thus, the length of the antenna is   . b) The receiver antenna flux density or power density is,   Here,   is the Power Transmitted   is the Transmitter Gain R is the Distance between transmitter and receiver Thus for the same transmitted power , power density at the receiver antenna is same for both the cellular network and PCS (provided the gain of transmitters is also same). However the actual power received varies as a square of wavelength. According to the following formula Received Power   Here,   is the Effective area of antenna F is the Power Density Therefore, the formula for radiated power gets modified as follows   Here, D is the Diameter of the antenna c) If at the receiver flux density is same then the receiver power is directly proportional to the antenna aperture. Received Power   And Effective area of antenna is,   . Assume receiver power and wavelength for cellular frequency range antenna are   and   respectively. Similarly, assume power and wavelength of PCS frequency antenna be   and   respectively.   …… (1) Since   and   that is   , thus the antenna with cellular frequency produces a stronger signal at the receiver. Convert equation (1) to decibels.     Thus, the power received by a cellular antenna is greater than the power received by the PCS antenna by   . .
4
Why won't a North American TDMA phone work in Europe
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5
What is the use of the Walsh codes for each of the forward and reverse links of the CDMA system
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6
Compare the spectral efficiency of the TDMA and GSM PCS and analog AMPS in terms of kHz used per voice channel.Proceed as follows:
(a) Take a simplistic approach to get a rough estimate. Find the width of each RF channel and the number of voice channels per RF channel. Ignore control channels. Calculate spectrum use in kHz per channel.
(b) Refine your estimate by considering the proportion of the overall bandwidth used by control channels in each system and therefore unavailable for voice. Assume a 12-cell repeating pattern with one control channel for each cell in TDMA and GSM. Also assume the use of one of the larger PCS frequency blocks. Check Chapter 21 to refresh your memory about AMPS control channels.
(c) Compare CDMA with the others. First find the bandwidth per voice channel for one cell, then take into account the gain in capacity that results from the ability to use all channels in all cells to arrive at an equivalent bandwidth per voice channel.
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7
The systems described in this chapter are sometimes called second-generation PCS. What was the first generation What is expected from the third generation
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8
Compare the number of TDMA channels on one RF channel for the TDMA and GSM systems.
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9
What is the use of the long code in each of the forward and reverse links in the CDMA system
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10
(a) Suppose that the SMSCH in a TDMA system occupies five slots in each superframe. What is the total bit rate available for short messages
(b) Suppose that five users in the cell or sector have messages addressed to them at the same time. What is the bit rate available for each user
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11
What frequency range is used for North American PCS How were frequencies assigned to service providers
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12
Compare the RF channel bandwidths for the TDMA and GSM systems. Which uses bandwidth more efficiently
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13
How does the CDMA system take advantage of pauses in speech to increase system capacity Explain how it is done in both forward and reverse channels.
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14
(a) A CDMA mobile measures the signal strength from the base as 85 dBm. What should the mobile transmitter power be set to as a first approximation (b) Once the connection is made with the previous power level, 85 dBm), the base station needs the mobile to change its power to + 5 dBm. How long will it take to make this change
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15
How is interference between base and mobile transmissions prevented in PCS
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16
Why do GSM and TDMA sometimes have to use traffic channels for control information
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17
Why does QPSK require linear amplifiers while GMSK does not Which PCS use each of these modulation schemes
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18
(a) Calculate the time for one complete repetition of the Walsh code on the forward channel.
(b) Repeat (a) for the long code. (Now do you see why it's called the long code )
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19
Give two other terms for the RF channel from base to mobile.
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20
How does GSM handle handoff requests from base to mobile
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21
What advantage does offset QPSK have over normal QPSK Where is offset QPSK used in PCS
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22
A rake receiver in a mobile receives a direct signal from a base 1 km away and a reflected signal from a building 0.5 km behind the mobile. It also receives a signal from another base station 3 krn away. See Figure 22.20 for the situation. Calculate the amount of time delay each "finger" of the receiver needs to apply.
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23
Give two other terms for the RF channel from mobile to base.
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24
What does a GSM mobile do, during a call, in those time slots when it is neither transmitting or receiving voice information
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25
Why is control of the mobile transmitter power more important in CDMA than in the other PCS
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26
As we saw earlier in this book, ordinary digital wireline telephony uses a bit rate of 64 kb/s for each voice channel. Find the ratio by which the data has been compressed in each of the digital systems discussed. Assume full-rate vocoders for TDMA and GSM.
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27
How is it possible for a digital system to use less bandwidth than a traditional analog FM system
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28
How does frequency hopping improve the reliability of a communication system in the presence of multipath interference
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29
Explain the difference between open-loop and closed-loop power control.
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30
Compare TDMA, GSM, and COMA by.finding for each (take note that there are two different modulation schemes in use):
(a) the RF channel rate in bits per second per hertz of bandwidth
(b) the RF channel rate in symbols per second per hertz of bandwidth
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31
What other advantages do digital systems have over analog
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32
Which of the three North American PCS can use frequency hopping to improve its performance
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33
What is a rake receiver, and what benefits does it provide
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34
(a) What is the difference in propagation time for signals from two mobiles, one 150m from the base, and the other 2 km away (b) How many bit periods in the RF channel correspond to this difference, for each of the three systems discussed in this chapter
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35
Do current PCS implementations have any disadvantages compared with analog 800-MHz cellular radio
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36
Describe the GSM SIM and explain how it makes traveling to other countries easier for GSM users than for those with other types of PCS phones.
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37
Explain the difference in the way PCS handle short messages and longer data transmissions.
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38
Suppose a wireless system operates at 200 kb/s using BPSK.What data rate would be possible in the same bandwidth using:
(a) QPSK
(b) 8-DPSK
Suppose a wireless system operates at 200 kb/s using BPSK.What data rate would be possible in the same bandwidth using: (a) QPSK (b) 8-DPSK
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39
How does IS-136 PCS TDMA differ from the TDMA used at 800 MHz
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40
How does GSM prevent people from using the system without authorization
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41
What is the difference between circuit-switched and packet-switched data transmissions
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42
What are the meaning and function of the SCF bits in the TDMA digital control channel
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43
Why won't a North American GSM phone work in Europe
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44
Which of the personal communication systems has the highest speed for circuit-switched data
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45
What happens if two mobiles transmit simultaneously on the reverse control channel in the TDMA system
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46
How would a North American GSM user obtain service on a trip to Europe
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47
Why is it difficult to measure signal strength in a CDMA PCS
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48
What is meant by a logical channel, and how is the control channel divided into logical channels in the TDMA system
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49
Explain the difference between frequency-hopping and di-rect-sequence spread-spectrum systems. Which of these is used with the CDMAone personal communication system
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50
What are the data rates envisioned by the IMT-2000 specifications, and how do they compare with current systems
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51
What is the meaning of a superframe in TDMA What information must be transmitted completely in one superframe
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52
How does CDMA improve the frequency reuse situation compared with TDMA and GSM
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53
The second generation of PCS uses three incompatible standards in North America. Does the third generation improve on this situation
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54
What is a hyperframe in TDMA, and what is its function
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55
Explain what is meant by a soft handoff. What advantages does it have
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56
Explain time-division duplexing. How does it compare with traditional duplexing methods
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