1956
DOI: 10.2475/ajs.254.4.227
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Concentration of brines and deposition of salts from sea water under frigid conditions

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Cited by 76 publications
(37 citation statements)
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“…In computing the average brine density lIb av it was assumed that between the top of the brine column and the bottom of the shelf the temperature gradient is constant; brine densities as a function of temperature were taken from Thompson and Nelson (1956) and Dubrovin. The results, which are compiled in Table 5, show that the observed brine level is in each case considerably lower than the hydrostatic brine level; the difference cannot be explained by errors in Hand h o .…”
Section: Discussion Of Brine Infiltrationmentioning
confidence: 99%
“…In computing the average brine density lIb av it was assumed that between the top of the brine column and the bottom of the shelf the temperature gradient is constant; brine densities as a function of temperature were taken from Thompson and Nelson (1956) and Dubrovin. The results, which are compiled in Table 5, show that the observed brine level is in each case considerably lower than the hydrostatic brine level; the difference cannot be explained by errors in Hand h o .…”
Section: Discussion Of Brine Infiltrationmentioning
confidence: 99%
“…Consequently, it is not certain whether Quan's and Fry's formula is valid in this range. However, since the temperature of maximum density and the freezing point of the brine is close to −2°C [7], the refractive index will not change much in this range and nor will the salinity. Small changes in salinity and temperatures close to zero mean that Quan's and Fry's formula will not change much either in this range.…”
Section: Discussionmentioning
confidence: 99%
“…For convenience, the constant molar weights of the different constituents are also provided by Maykut and Light [3]. Finally, the density of the brine is needed and, based on their measurements, Maykut and Light give two different options: a parabolic, two-piece, least-squares fit of their density measurements or a regression fit for temperature correction of the density data measured by Thompson and Nelson [7]. A third option is to use the Thompson and Nelson data without the temperature correction.…”
Section: Previous Workmentioning
confidence: 99%
“…On continued cooling, traces of calcium carbonate are precipitated along with ice until -S;2°c is reached, when mirabilite (Na 2 SO.10H 2 0) also begins to precipitate out (Thompson & Nelson 1956). The residual brine gradually becomes more concentrated in chlo-ides as the temperature is lowered, until the chlorides of sodium, potassium, and magnesium are precipitated at temperatures less than -23°c.…”
Section: Isotopic Equilibration Of Brine With Firnmentioning
confidence: 99%