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In order to ensure the system stability, the maximum expected time-delay phenomenon must be observed at design stage of the control system.
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We assume that the maximum expected target delay is less than the time interval between any two consecutive pulses of each transmitter waveform as they are colocated.
The delays are scaled by the maximum expected delay that occurs in the considered snapshots [45], hence.
Sun et al. [6] propose to detect wormholes by detecting that the transmission delay is less than the maximum expected delay.
Hence the main design conclusion is to ensure that system parameters be adjusted according to the maximum expected delay distributions always.
Sn checks if (T′-T u )≦∆T holds, where ∆T denotes the expected time interval for transmission delay.
The expected time an SU needs to transmit its current data packet can be derived using the maximum achievable data rate β i of each channel and average medium access delay in between two consecutive data packet transmissions, denoted by (mathcal {T}^{d}).
maximum expected SINR combiner.
A new N-mode algorithm is given to obtain the maximum value of time-delay.
By a comparison between the exact expression for the expected delay time and an approximate expected delay time based on the maximum entropy estimate, they argue that their maximum entropy estimate is sufficiently accurate for practical purposes.
The relationship between the maximum allowable time delay and the change rate of time delays is also characterized.
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