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Many analyzers have the ability to program all or part of the transport overhead (including the alarm indication bytes) for a number of frames. This allows the P-N-M sequence to be programmed into the overhead. This gives only a partial solution to the three-stage sequence, however. The N-M holding sequence is limited by the maximum number of frames. For most analyzers this maximum is about 64 frames, giving only 8 ms of holding pattern before the P stimulus is repeated. This is a better test than a simple soak but is not the most rigorous. The most sophisticated analyzers have a three-stage genuine sequencer that can provide exactly the P-N-M sequence. Giving a single [P] stimulus followed by an N-M holding pattern of any desired duration. This is the most rigorous of tests, fully stressing the alarm algorithm. An example follows of how this sequencer could be used. A sequencer example. Consider the SONET Line AIS defect (similar to SDH MSAIS). The entry condition for Line AIS is five frames of all 1s in the K2 bytes; the exit condition is five frames with the K2 byte clear of the AIS indication. This example looks at an AIS exit threshold test, showing both under-threshold (Figure 30.6) and over-threshold (Figure 30.7) conditions. For the under-threshold sequence: P = 4 frames normal K2 M = 1 frame Line AIS K2 N = 4 frames normal K2 This sequence gives the maximum number of clear frames without exiting the AIS alarm. Most analyzers with programmable capability can produce this type of underthreshold test. For the over-threshold sequence (Figure 30.7) the following applies: P = 5 frames normal K2 N = 4 frames Line AIS K2 M = 1 frame normal K2 This sequence gives one burst of five frames (Line AIS exit threshold), followed by a holding pattern that is as close as possible to the entry threshold without exceeding it. Under these conditions the NE should go clear of the alarm. These over- and under-threshold sequencers represent the most thorough test of the Line AIS alarm exit criteria. An NE that passes the above criteria is compliant with the SONET standards. It can be seen that this technique can be readily applied to most alarms in the synchronous standards. Choice of testing. A wide variety of test techniques is offered by the synchronous analyzers; which type of testing to use generally is a function of application. In
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each resistor is V1 = R1 I, V2 = R2 I,
Molecular transport often involves investigating how certain molecules
Now we calculate the derivative using the formula ( ) preceding this example: The derivative of the left side of ( ) is F ( x) . F ( x) Using the product rule, we see that the derivative of the far right side of ( ) is ( cos x) ( ln( cos x) ) + ( sin x) We conclude that F ( x) = ( cos x) ( ln( cos x) ) + ( sin x) F ( x) Thus F ( x) = ( cos x) ( ln( cos x) ) sin2 x F ( x) cos x sin x . cos x sin x . cos x
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// A promotion surprise! using System; class PromDemo { static void Main() { byte b; b = 10; b = (byte) (b * b); // cast needed!! Console.WriteLine("b: "+ b); } }
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