Exact(46)
The paper finishes with a computational experiment that shows that the running time of capacity-scaling algorithms decreases as β increases.
For example, the value of S̄/θ increases from 0.05 to 0.26 in the simulations as β increases from 0.2 to 0.8.
The contribution of the random-walk model to the initial velocity is seen to be negligible at first, but increases progressively, though not proportionally, as β increases.
Clearly, fluid velocity reduces as β increases.
As β increases, the lower and upper bound and Tanaka's bound become very tight.
For SNR ≥3.5 dB, the FER decreases gradually as β increases.
Similar(14)
For IRT with β = 0.48 4, heat transfer to supercritical CO2 in upward flow was impaired when Bo is around 10−4, though the impairment became weaker as β increased.
Furthermore, both i f1 and i f2 increased with an increase in H d and D crw, whereas i f1 increased with an increase in β, and i f2 decreased as β increased.
The values selected by this method ranged from 0.002 to 0.06, tending to decrease as r increased and increase as β increased.
On the other hand, the 0.25-standard deviation calipers ranged from 0.20 to 0.25 but tended to increase as r increased and decrease as β increased.
We also observe the increased and decreased throughputs for the client and the provider increase, as given β increases.
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