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An absolute mean pulse arrival time (PAT) of 0.910 and 0.659 was obtained for systolic blood pressure (SBP) and diastolic blood pressure (DBP), respectively.
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The pulse arrival instants are modeled as a Cox process governed by a stationary lognormal intensity.
Consider the PDF of the k-th pulse arrival time measurement, recorded as t M [k].
Pulse arrival time can be used for assessment of blood pressure and is inversely related to it.
The PM pulses are digitized by free-running ADCs and digital data processing determines the gamma energy, the phoswich layer and even the pulse arrival time.
Changes in mean pulse rate were negligible.
Pulse transit time was determined as the difference in pulse arrival times (based on the "foot" of the pulse wave, as determined from the second derivative of the pulse wave) for the carotid and femoral sites.
Overall mean pulse oximetry values differed by three percentage points.
Verification of the obtained approximate analytical results against Monte Carlo simulations shows that the ordinary cumulant-neglect closure technique is appropriate in the case of non-linear systems subject to Poisson-distributed impulses and general pulses if the mean arrival rate of impulses is not very low, i.e. if the departure of the excitation from the Gaussian process is not very large.
Step 1. Set the initial values for and according to (25).
Thebegin to comeane steady-states probabilities, we shandoffnow the harrivalcall arateal rates for both types of servican
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