JITTER IN A WATER POWER SYSTEM. Refer to the Journal of Applied Physics investigation of throughput jitter in the opening switch of a prototype water power system, Exercise 6.1020. Recall that low throughput jitter is critical to successful waterline technology. An analysis of conduction time for a sample of 18 trials of the prototype system yielded = 334.8 nanoseconds and s = 6.3 nanoseconds. (Conduction time is defined as the length of time required for the downstream current to equal 10% of the upstream current.) A system is considered to have low throughput jitter if the true conduction time standard

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7.94 JITTER IN A WATER POWER SYSTEM. Refer to the Journal of Applied Physics
investigation of throughput jitter in the opening switch of a prototype water
power system, Exercise 6.1020. Recall that low throughput jitter is critical to
successful waterline technology. An analysis of conduction time for a sample of
18 trials of the prototype system yielded ī = 334.8 nanoseconds and
s = 6.3 nanoseconds. (Conduction time is defined as the length of time required
for the downstream current to equal 10% of the upstream current.) A system is
considered to have low throughput jitter if the true conduction time standard
deviation is less than 7 nanoseconds. Does the prototype system satisfy this
requirement? Test using a = .01.
Transcribed Image Text:7.94 JITTER IN A WATER POWER SYSTEM. Refer to the Journal of Applied Physics investigation of throughput jitter in the opening switch of a prototype water power system, Exercise 6.1020. Recall that low throughput jitter is critical to successful waterline technology. An analysis of conduction time for a sample of 18 trials of the prototype system yielded ī = 334.8 nanoseconds and s = 6.3 nanoseconds. (Conduction time is defined as the length of time required for the downstream current to equal 10% of the upstream current.) A system is considered to have low throughput jitter if the true conduction time standard deviation is less than 7 nanoseconds. Does the prototype system satisfy this requirement? Test using a = .01.
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