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In the case of FDM/FM, the receiver processing gain, excluding emphasis and noise weighting, is given by (Miya, 1981, and Halliwell, 1974)

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Before doing any coding the speci cations of the project should be outlined Once the requirements are known, we analyze what tools and processes are needed to achieve the speci ed requirements Often the tools needed to create a project have been designed in previous projects These tools may have to be adapted to work together and/or made to function in a slightly different manner The process of determining what tools need to be developed from scratch and which ones can be adapted from previous projects is an essential step in the design process A complex task should be divided into a set of less complex subtasks If these subtasks are complex, then they too should be divided This process is repeated until you end up with a set of sub and sub-sub tasks that are easy to tackle and design.

(9.16)

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Some tasks have inputs and no outputs, some have outputs and no inputs, but more often they have both inputs and outputs The task operates on the inputs in a certain fashion and generates outputs It is extremely important to be absolutely clear as to what inputs a task requires and what outputs it is going to generate Knowing the inputs and outputs of a task is part of understanding how it achieves its functionality In fact you can consider each subtask as a project in its own right and apply the entire design process to it as you would the main project Design is an iterative recursive process where you may have to repeat the same process on subtasks and repeat the entire process multiple times until you arrive at a working design.

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Here, fm is a specified baseband frequency in the channel of interest, at which GP is to be evaluated. For example, fm may be the center frequency of a given channel, or it may be the top frequency of the baseband signal. The channel bandwidth is b (usually 3.1 kHz), and Frms is the root-meansquare deviation per channel of the signal. The rms deviation is determined under specified test tone conditions, details of which will be found in CCIR Recommendation 404-2 (1982). Some values are shown in Table 9.1. Because Frms is determined for a test tone modulation, the peak deviation for the FDM waveform has to take into account the waveform shape through a factor g. This is a voltage ratio that is usually expressed in decibels. For a small number of channels, g may be as high as 18.6 dB (Ffthenakis, 1984), and typical values range from 10 to 13 dB. For the number of channels n greater than 24, the value of 10 dB is often

=

FDM/FM RMS Deviations RMS deviations per channel (kHz) 35 35 50, 100, 200 50, 100, 200 200 200 200 140, 200 140 140

When the design process appears to be complete and you start coding, aws in the design that cause you to repeat the entire process will become apparent The nal product is in uenced as much by the designer s experience and preferences as by the tools available to achieve the requirements..

(9.17)

Sometimes the value f (x) will get larger without bound or smaller without bound as x approaches a from one side (x a or x a+ ).

We will develop a program that allows a user to command the robot to move from one room to another in an of ce environment. When it arrives at its destination, the robot waits for further commands. If the robot does not receive any further commands within a certain time it will go to a charging station and dock with the outlet. The robot will also return to this station when its battery discharges below a certain threshold.

The peak deviation also will depend on the number of channels, and this is taken into account through use of a loading factor, L. The relevant CCITT formulas are For n For 12 240: 20logL n 15 10logn 1 4logn (9.18) (9.19)

Once L and g are found, the required peak deviation is obtained from the tabulated rms deviation as F g#L# Frms (9.20)

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