Pulmonary vascular resistance is the hydraulic resistance of the pulmonary vessels (veins, capillaries, arteries).
$$\Delta P = \text{PVR} \cdot Q$$
This flow is laminar, so the resistance is given by the Hagen-Poiseuille equation:
$$R = \frac{8 \mu l}{\pi r^4}$$
Where l is the tube length, r is the pipe (total cross-sectional) radius, and \(\mu\) is the fluid viscosity.
It is influenced by six factors.