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Transmural pulmonary arterial and pulmonary artery occlusion pressures were computed as (end-expiratory intravascular pressures) - [ end-expiratory oesophageal pressure) - (oesophageal pressure at 0 cmH2O of airway pressure)]) [ end-expiratory
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Critical minimum pressures are computed for different chemical reaction schemes, namely: (1) single-step, first-order; (2) single-step, second-order; (3) the Zel'dovich scheme; and (4) the Lindemann mechanism.
In production optimization, the optimal water injection profiles and the production borehole pressures are computed by solution of an optimal control problem that maximizes a financial measure such as the Net Present Value (NPV).
Initial pressures are computed simply as p o, k (r, t ) = Γ μ a (r ) Φ k (r, u ) δ (t ), where Γis the Grüneisen parameter, assumed to be a constant in this paper, and Φ k is the local laser fluence due to source k.
The pressures are computed from the relationships P A o = (V A o − V s A o ) / C A o P A = V A / C A P V = (V V − V s V − V V 01 ) / C V, (16 ) in which venous compliance is simulated using a linear formulation of stress relaxation similar to that used for the aorta.
Random selections of TFs for designing simulating optimization processes without selective pressure were computed to test statistical significance (*** P < 0.001).
Determinants of mean arterial pressure were computed by using the Hon monitor.
Large-scale petrophysical properties (relative permeabilities and capillary pressure) were computed from the local-scale properties measured on isolated samples.
Vibration velocity of the outer hull surface and underwater sound pressure were computed through modal superposition technique.
The three measurements of the systolic (SBP) and diastolic (DBP) blood pressure were computed and their means were calculated.
Mean systolic and diastolic blood pressure were computed discarding the first reading, except when only one reading was available (NCHS 2002a, 2004b, 2005b).
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