Technical Description | Teledyne API Ultrafine Particle Monitor - Model 651 |
where γ = surface tension of the condensing fluid
M= molecular weight of the condensing fluid ρ = density of the condensing fluid
R = universal gas constant T = absolute temperature d = Kelvin diameter
The higher the saturation ratio, the smaller the Kelvin diameter.
The saturation vapor pressure Ps is defined for a flat liquid surface. For a curved liquid surface, such as the surface of a droplet, the actual saturation vapor pressure is greater. The smaller the droplet, the easier it is for the vapor molecules to escape the liquid surface. The Kelvin diameter defines the critical equilibrium diameter at which a pure droplet is stable (there is neither condensation nor evaporation). Liquid particles with diameters smaller than the critical equilibrium diameter will evaporate and larger particles will grow even larger by condensation. The larger particle will grow until the vapor is depleted, causing the saturation ratio to fall until it is in equilibrium with the particle droplet. The lower size sensitivity of the counter is determined by the operating saturation ratio.
D e s i g n o f t h e M o d e l 6 5 1
Submicrometer particles are drawn into the particle counter and enlarged by condensation of a supersaturated vapor into droplets that measure several micrometers in diameter. The droplets pass through a lighted viewing volume where they scatter light. The
The basic instrument consists of three major subsystems: the sensor, the
Sensor
The sensor contains a conditioner, a growth tube, and an optical detector (shown schematically in Figure
54 | 07506C DCN6727 |