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EXPANDING CAPACITY Considering the accelerating growth in data transmission, it was a foregone conclusion that communications carriers needed additional capacity When considering adding capacity to their infrastructure, communications carriers had four basic options: 1 When optical fiber was initially installed, most cables included a bundle of fibers, some of which were not immediately used and which are referred to as dark fiber Thus, one option that a communications carrier could consider was to illuminate existing dark fiber 2 A communications carrier could also consider upgrading the transmission rate of existing optical fiber For example, OC-48 operating at 25 Gbits/s could be upgraded to OC-192 operating at 10 Gbits/s Unfortunately upgrading the speed of an optical fiber is not a simple , process The ability to upgrade the transmission rate of a fiber depends first and foremost on the type of fiber If the fiber was installed over the past few years, it is more than likely low-dispersion optical fiber that has the capability to operate at a higher data rate If not, the fiber cannot support a higher transmission rate If the existing optical fiber is capable of supporting a higher data rate, the fiber can be considered as a potential candidate for upgrading The term potential is used because, even though a fiber can support a higher data rate, it may not be economically viable to replace existing equipment to include the laser and amplifiers in each hut, along with the route of the fiber and the photodetector at its termination location Thus, a communications carrier will more than likely sharpen its pencil and consider other possibilities 3 Another possibility is to install a completely new system to include the latest type of fiber that provides the potential to upgrade to OC768 s 40-Gbit/s transmission rate However as you might expect, this , could be a very expensive solution to a capacity constraint 4 Thus, another option, which has become the favorite of many communications carriers, is to transmit more lambdas ( ) or lightwaves per fiber through the use of WDM, DWDM, and, as the number of wavelengths exceeds 80, ultradense WDM, referred to as UDWDM Wavelength division multiplexing dates to the 1980s, when AT&T introduced its FT3C system A wavelength division multiplexer operates by launching two or more optical signals at different wavelengths The.



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Lander Verhack | Creating a PDF Viewer in WPF using Windows 10 ...
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atoll( ) was added by C99 The atoll( ) function converts the string pointed to by str into a long long int value It is otherwise similar to atoll( ) Related Functions atof( ), atoi( ), and atol( ) bsearch

#include <stdlibh> void *bsearch(const void *key, const void *buf, size_t num, size_t size, int (*compare)(const void *, const void *));





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Now we can eliminate B in (138) by setting s = 0 This gives 4 = 3 + (C)(2), C = 1/2 Finally, we can solve for B by letting s be any number Let s pick s = 1 Then (138) becomes 1 4 = A(12 + 4) + (B + C)(1 + 2), 3 5A 3C =B 3 Putting in A = 3/4 and C = 1/2 we nd B = 3/4 With these values (137) becomes F(s) = = 3 4 3 4 1 + s+2 1 + s+2 3 4 3 4 s +4 s +4 1 2 1 4 1 +4 2 +4

The bsearch( ) function performs a binary search on the sorted array pointed to by buf and returns a pointer to the first member that matches the key pointed to by key The number of elements in the array is specified by num, and the size (in bytes) of each element is described by size The function pointed to by compare is used to compare an element of the array with the key The form of the compare function must be as follows: int func_name(const void *arg1, const void *arg2);

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It must return values as described in the following table: Comparison arg1 is less than arg2 arg1 is equal to arg2 arg1 is greater than arg2 Value Returned Less than zero Zero Greater than zero

Note that a negative value indicates a power loss while a positive value would indicate a power gain Although the bel was used for many years to categorize the quality of transmission on a circuit, industry required a more precise measurement This resulted in the adoption of the decibel (dB) as a preferred power measurement

We can nd the inverse Laplace transform by looking at Table 13-1 Note that the following Laplace transform pairs are useful in this case eat 1 , s a cos t s2 s , + 2 sin t s2 + 2

The array must be sorted in ascending order with the lowest address containing the lowest element If the array does not contain the key, a null pointer is returned Example The following program reads a character entered at the keyboard and determines whether it belongs to the alphabet:

#include <stdlibh> #include <ctypeh> #include <stdioh> char *alpha = "abcdefghijklmnopqrstuvwxyz"; int comp(const void *ch, const void *s); int main(void) { char ch; char *p; printf("Enter a character: "); ch = getchar(); ch = tolower(ch); p = (char *) bsearch(&ch, alpha, 26, 1, comp); if(p) printf('' %c is in alphabet\n", *p); else printf("is not in alphabet\n"); return 0; } /* Compare two characters */ int comp(const void *ch, const void *s) {

Page 448 return *(char *)ch *(char *)s; }

Now that we have a working knowledge of how to calculate Laplace transforms and how to invert them to get back a function in the time domain, let s see how they can be applied to circuit analysis Two important Laplace transform pairs that will help us solve RCL circuits will be df s F(s) f (0) dt d2f s 2 F(s) s f (0) f (0) dt 2

#include <stdlibh> div_t div(int numerator, int denominator);

The decibel (dB) represents the standard method used today to denote power gains and losses It is a more precise measurement as it represents one-tenth of a bel The power measurement in decibels is computed as follows: PO PI

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