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DADs are elicited by intracellular calcium load, which activates the membrane Na+/Ca2+ exchanger in an electrogenic mode derived by the exchange of one Ca2+ for three Na+, leading to diastolic membrane depolarizations that may reach the activation threshold for inward sodium current and generate triggered beats that may eventually lead to sustained arrhythmias.
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The coarse mode mass (derived by subtracting the PM2.5 aerosol mass from the PM10 mass) is largely dust at 76% ± 7% of the total coarse mode mass, but is significantly impacted by anthropogenic pollution, primarily sulfate and nitrate.
A 16-segment LVWMI (left ventricular wall motion index) based on the American Society of Echocardiography mode was derived by scoring each LV segment [1=normal, 2=hypokinesis, 3=akinesis and 4=dyskinesis (paradoxical motion)] and dividing the total by the number of segments scored.
The dispersion relation for the symmetric modes are derived by using a modal approach.
The method for obtaining the short-time narrow-banded modes is derived by minimizing an objective function comprised of three criteria: smoothness of the instantaneous amplitude envelope, smoothness of the instantaneous frequency and complete reconstruction of the signal data.
In the presence of two primary plate waves (Rayleigh-Lamb or shear horizontal modes) propagating in arbitrary directions, an explicit expression for the modal amplitude of nonlinearly generated wave fields with the sum or difference frequency of the primary modes is derived by using the perturbation analysis.
The characteristic equation for finding the natural frequencies and modes is derived by introducing a discrete-type Green function which is a discrete solution of the differential equation governing the flexural behaviour of a sandwich beam under the action of a concentrated load.
The shear force and bending moment distributions along the shaft at each mode have been derived by differentiating the mode curves.
This paper investigates new alternatives of sliding mode control (SMC) derived by introducing fractional dynamics into integer order systems.
Expressions for the mean value and variance of natural frequencies and mode shapes are derived by using perturbation method and random interval moment method.
Analytic approximations for frequency and mode shape are derived by the cases of beam curvature represented by symmetric and antisymmetric polynomials and their validity is illustrated by comparison with numerical solutions.
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Justyna Jupowicz-Kozak
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