The interactions between a ventilator and a relaxed intubated
patient can be modeled as a piston connected to a tube
(flow-resistive element) and balloon (elastic element). Accordingly,
at any instant in time (
t), the pressure at the tube inlet
reflects the sum of a resistive pressure (
Pres) and an
elastic pressure (
Pel) [
1].
Pres is determined by the product of tube resistance with
V̇, while
Pel is determined by the product of balloon
elastance (a measure of balloon stiffness) with volume [
1].
In this model, the resistive element reflects the properties of the
intubated airways, while the elastic element reflects those of lungs
and chest wall. When applied to volume preset ventilation with
constant inspiratory
V̇ and a short post-inflation pause, the
resulting
Paw tracing has three distinct components: (1) an
initial step change proportional to
Pres; (2) a ramp that
reflects the increase in
Pel as the lungs fill to their
end-inflation volume; and (3) a sudden decay from a pressure maximum
(
Ppeak) to a plateau (
Pplat) that reflects the elastic
recoil (
Pel) of the relaxed respiratory system at the volume
at end-inflation. Since in this example flow is held constant
throughout inflation,
Pres must remain constant unless flow
resistance changes volume and time. Consequently, the initial step
change in
Paw and its decay from
Ppeak to
Pplat
are of similar magnitude. Fig.
1a demonstrates
these features. Since, in pneumatic systems, there are invariable
delays in the pressure and flow transients, in practice the step
changes in pressure are never as sudden as they are depicted in
Fig.
1a [
2].
Nevertheless, the amplitude of transients can be easily estimated by
extrapolating the tracing relative to the slope of the pressure
ramp. Finally, while the principles that govern the interactions
between pressure, volume and flow apply to all modes of mechanical
ventilation, the specific pressure waveforms depicted in Fig.
1
refer only to constant flow inflation (square wave) and look very
different when other flow profiles (e.g., decelerating, sine wave)
are used. Our use of square wave profiles in Fig.
1
should not be interpreted as an endorsement of a specific mode, but
rather as the most convenient means to present this information.
Fig. 1 Schematic illustration of
the Paw profile with time during constant-flow, volume-cycle
ventilation. a Passive respiratory system with normal
elastance and resistance. Work to overcome the resistive forces
is represented by the black shaded area, and the gray
shaded area represents the work to overcome the elastic
forces. b Up-sloping of the Paw tracing
representing increased respiratory system elastance. c
Paw tracing in the presence of inadvertent PEEP. d
scalloping of the Paw tracing generated by a large
patient effort (Paw airway pressure, Pel elastic
pressure, Ppeak pressure maximum, Pplat pressure
plateau, PEEPi inadvertent PEEP, Pres resistive
pressure)