Mathematical expressions for the time of growth of spherical post-depositional concretions from flowing and non-flowing supersaturated ground water are derived based on ionic diffusion as the rate-controlling growth mechanism. The theoretical treatment is that used by (1950) and (1961) for physically analogous problems. Application of the equations to the growth of CaCO 3 concretions is done in the form of growth curves for different ground water flow rates. For a typical slowly flowing ground water supersaturated in CaCO 3 by 10 ppm the time of growth of calcite concretions ranges from ~500 yr for concretions of 1 cm radius to ~12,000 yr for those of 5 cm radius.
%0 Journal Article
%1 1968GeCoA..32..477B
%A Berner, R. A.
%D 1968
%J \gca
%K CaCO3 calcite concretion ground_water growth ionic_diffusion spherical supersaturated
%P 477-483
%T Rate of concretion growth
%V 32
%X Mathematical expressions for the time of growth of spherical post-depositional concretions from flowing and non-flowing supersaturated ground water are derived based on ionic diffusion as the rate-controlling growth mechanism. The theoretical treatment is that used by (1950) and (1961) for physically analogous problems. Application of the equations to the growth of CaCO 3 concretions is done in the form of growth curves for different ground water flow rates. For a typical slowly flowing ground water supersaturated in CaCO 3 by 10 ppm the time of growth of calcite concretions ranges from ~500 yr for concretions of 1 cm radius to ~12,000 yr for those of 5 cm radius.
@article{1968GeCoA..32..477B,
abstract = {Mathematical expressions for the time of growth of spherical post-depositional concretions from flowing and non-flowing supersaturated ground water are derived based on ionic diffusion as the rate-controlling growth mechanism. The theoretical treatment is that used by (1950) and (1961) for physically analogous problems. Application of the equations to the growth of CaCO 3 concretions is done in the form of growth curves for different ground water flow rates. For a typical slowly flowing ground water supersaturated in CaCO 3 by 10 ppm the time of growth of calcite concretions ranges from ~500 yr for concretions of 1 cm radius to ~12,000 yr for those of 5 cm radius.},
added-at = {2008-05-17T00:33:05.000+0200},
adsnote = {Provided by the SAO/NASA Astrophysics Data System},
adsurl = {http://adsabs.harvard.edu/abs/1968GeCoA..32..477B},
author = {{Berner}, R. A.},
biburl = {https://www.bibsonomy.org/bibtex/243d00870b505544c2b6e96a36e2bb34c/thulefoth},
description = {Rate of concretion growth},
interhash = {f6d57ff4651d0b7869b81d0b46e88801},
intrahash = {43d00870b505544c2b6e96a36e2bb34c},
journal = {\gca},
keywords = {CaCO3 calcite concretion ground_water growth ionic_diffusion spherical supersaturated},
month = May,
pages = {477-483},
timestamp = {2008-05-17T00:33:05.000+0200},
title = {{Rate of concretion growth}},
volume = 32,
year = 1968
}