Hi All,
Has anyone here done any work using ASTM D4177 - 95 (2010), with particular reference to the dispersion ratio calculations?
I am working with a client, assisting them with choosing auto-sampler locations that are deemed suitable according to D4177.
According to the standard, a dispersion ration of >0.9 is considered to have "very good" dispersion, whereas a ratio of <0.4 is considered to have "poor" dispersion. The standard also recommends that a location with a ratio of <0.7 should not be considered reliable as the coalescence of water droplets invalidates the prediction technique.
The question that I (and our client) have is how do we interpret a calculated ratio of 0.7~0.9? There is no definitive answer as to whether we can consider these ratios as good, bad or indifferent. My gut feel is that they are most likely acceptable locations, though not ideal, but I don't like providing recommendations based on a gut feel!
Has anyone used these calcs before, and if so any thoughts on how to interpret ratios in this range?
Cheers.
Has anyone here done any work using ASTM D4177 - 95 (2010), with particular reference to the dispersion ratio calculations?
I am working with a client, assisting them with choosing auto-sampler locations that are deemed suitable according to D4177.
According to the standard, a dispersion ration of >0.9 is considered to have "very good" dispersion, whereas a ratio of <0.4 is considered to have "poor" dispersion. The standard also recommends that a location with a ratio of <0.7 should not be considered reliable as the coalescence of water droplets invalidates the prediction technique.
The question that I (and our client) have is how do we interpret a calculated ratio of 0.7~0.9? There is no definitive answer as to whether we can consider these ratios as good, bad or indifferent. My gut feel is that they are most likely acceptable locations, though not ideal, but I don't like providing recommendations based on a gut feel!
Has anyone used these calcs before, and if so any thoughts on how to interpret ratios in this range?
Cheers.