Sentence examples for exponential waveform from inspiring English sources

This study examined the effects of biphasic truncated exponential waveform design on survival and post-resuscitation myocardial function after prolonged ventricular fibrillation (VF).

All biphasic defibrillators in this study delivered the biphasic truncated exponential waveform.

The monophasic defibrillators delivered either monophasic damped sine defibrillation waveforms or monophasic truncated exponential waveforms, according to the type of defibrillator on each EMS ambulance.

Measurement of the distortion of the exponential signal by using a reference waveform recorder with known nonlinearity is the initial step in the calibration of an ADC testing stand with exponential stimulus, along with the assessment of its uncertainty.

The three waveforms are square wave, exponential decay and under-damped RCL (resistive capacitive and inductive discharge circuit).

Part III of P is determined as follows: the exponential decay in the measured diastolic pressure waveform is transformed, using a logarithm function, into a linear spline whose coefficients are computed by using the polyfit function in Matlab (The MathWorks, Natick, MA) based on linear least-squares fitting.

Theoretically, carotid diameter waveforms were assessed by means of ultrasound and converted to carotid pressure waveforms using an empirically derived exponential relationship between pressure and arterial cross-section.

An arbitrary signal, is first mixed with a carrier at the known center frequency and filtered to remove undesirable components to obtain which is simply a complex exponential containing the phase information of the intercepted waveform.

We hypothesized that the shape of this waveform was the result of the initial exponential growth of plasmid-containing bacteria followed by increasing rates of plasmid loss in the absence of antibiotic selection.

The inverse of the coefficient of the linear spline is taken as the time constant of the exponential decay in the diastolic part of the pressure waveform as follows from Eqs. 3 and 4 : (3) P (t ) = P 0 ⋅ e − t τ (4) In [ P (t ) ] = In (P 0 ) − 1 τ ⋅ In (t ) where P0 is the pressure at t = tn.

Then, the filtered waveform is approximated with a linear combination of exponentials according to either the (1) (SW ESPRIT) or (6) (SW Prony).