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tissue inertance.
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By fitting frequency-dependent lung impedance data into the constant-phase model, lung mechanical properties can be described using four parameters: airway resistance R N, inertance I, lung tissue energy dissipation G, and lung elastance H [ 14].
Using a mathematical tool known as the constant phase model, lung impedance measurements obtained in the above fashion can be broken down to components attributable to airway resistance R N and inertance I in addition to lung tissue elastance H and tissue damping or energy dissipation G [ 17].
The mean Zrs data were fitted by a well-validated four-parameter model [ 20] containing a frequency-independent airway resistance (Raw) and inertance (Iaw) and a constant-phase tissue compartment characterized by the coefficients of damping (G) and elastance (H).
In this paper we show the design of a novel tuned mass damper with inerter that enables changes of inertance.
To separate airway and respiratory tissue mechanics from Zrs spectra a model containing frequency-independent airway resistance (Raw) and inertance (Iaw), in series with a constant-phase tissue model [ 38] including damping (G) and elastance (H) was fitted to Zrs by means of a global optimization procedure.
This inerter incorporates a continuously variable transmission that enables stepless changes of inertance.
"Dead tissue.
Tissue samples.
b) Empty tissue boxes.
Blot with a tissue.
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