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pdf file viewing with pdfviewer in c# . net - MSDN - Microsoft
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THREADED CONNECTOR The threaded type of connector is used by a submulti assembly (SMA) connector The SMA connector was introduced by Amphenal Corporation and included a threaded cap and housing This is a first-generation connector whose use has considerably decreased in favor of ST (straight tip)- and SC-(stick and click)-type connectors One problem associated with the use of a threaded connector is the airgap caused by a poor connection Because a poor connection results in the medium changing from fiber to air and back to fiber this results , in a change in the index of refraction This change results in a Fresnel reflection loss, in which light is reflected back toward the transmitter BAYONET CONNECTOR A second type of connector coupling results in the use of a keyed bayonet similar to a bayonet coaxial (BNC) connector, a male connector mounted at each end of a coaxial cable (used in Ethernet configurations) This type of connector requires a twist-turn fastening operation, which reduces the possibility of an airgap formation commonly associated with a threaded connector which , lacks a control for rotational alignment Two popular keyed bayonet-type connectors are the ST (straight tip) and ST-II connectors pioneered by AT&T during the mid-1980s Both are used with single-mode and multimode fiber and are keyed and spring-loaded, respectively Connections are established via a push-in and twist movement PUSH-PULL CONNECTOR A third coupling method can be categorized as push-pull One popular push-pull connector is the SC connector which includes a locking tab This connector is used primarily with , single-mode fiber optic cable and uses a ceramic ferrule The ferrule is a long, thin sleeve in which a fiber is placed The ferrule acts as an alignment mechanism and represents a critical component of the push-pull coupling method PLASTIC FIBER CONNECTORS It is common to encounter connectors such as SMA and ST which were developed for glass fibers used with , plastic fiber-optic cable In addition to the use of SMA and ST connectors, some manufacturers use proprietary designs The latter obviously restricts interconnection capability Table 33 provides an alphabetical list of common connectors used with glass fiber-optic cable This list should.



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#include <mathh> float asinf(float arg); double asin(double arg); long double asinl(long double arg);

t (ms) 0 1 3

asinf( ) and asinl( ) were added by C99 The asin( ) family of functions returns the arc sine of arg The argument must be in the range to 1 1; otherwise a domain error will occur

Example This program prints the arc sines of the values through 1, in increments of one tenth: 1

#include <mathh> #include <stdioh> int main(void) { double val = -10; do { printf(''Arc sine of %f is %f\n", val, asin(val)); val += 01; } while(val<=10); return 0; }

0 2 2 0

not be viewed as all-inclusive as many additional proprietary connectors have been introduced by vendors since 1990

Related Functions acos( ), atan( ), atan2( ), sin( ), cos( ), tan( ), sinh( ), cosh( ), and tanh( ) asinh





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#include <mathh> float asinhf(float arg); double asinh(double arg); long double asinhl(long double arg);

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EXAMPLE 1-4 The current owing past some point is shown in Fig 1-3 Find the total charge that passes through the point SOLUTION First, notice that time is given in milliseconds and current is given in amps Looking at the de nition of the amp (12), we could write the coulomb as 1 C = 1 A-s Looking at the de nition (14), the integrand is the product of current and time In this example, as we stated above, current is given in amps and time is given in ms = 1 10 3 s Therefore the nal answer should be expressed as (1 A) (1 ms) = 1 10 3 A-s = 10 3 C = 1 mC Now let s look at the plot It is divided into two regions characterized by a different range of time We can nd the total charge that ows past the point by nding the total charge that ows in each range and then adding the two charges together We call the total charge that ows past the point for 0 t 1 q1 and we denote the total charge that ows past the point for 1 t 3 q2 Once we

asinh( ), asinhf( ), and asinhl( ) were added by C99 The asinh( ) family of functions returns the arc hyperbolic sine of arg Related Functions acosh( ), atanh( ), sinh( ), cosh( ), and tanh( ) atan

#include <mathh> float atanf(float arg);

The insertion of a connector results in a loss of optical power We can determine that loss, which is referred to as insertion loss, by measuring power before and after the insertion of a connection Thus, the insertion loss becomes P1 dB 10 log2 P2 TABLE 33 Connectors Commonly Used with Glass-Based FiberOptic Cable

Page 389 double atan(double arg); long double atanl(long double arg);

calculate these quantities, our answer will be q = q1 + q2 (15)

atanf( ) and atanl( ) were added by C99 The atan( ) family of functions returns the arc tangent of arg Example This program prints the arc tangents of the values through 1, in increments of one tenth: 1

#include <mathh> #include <stdioh> int main (void) { double val = -10; do { printf(''Arc tangent of %f is %f\n", val, atan(val)); val += 01; } while(val<=10); return 0; }

The rst region is de ned for 0 t 1 where the current takes the form of a straight line with a slope i(t) = at + b A where a and b are constants We know the value of the current at two points i(0) = 0 A, i(1) = 20 A

Related Functions asin( ), acos( ), atan2( ), tan( ), cos( ), sin( ), sinh( ), cosh( ), and tanh( ) atanh

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