1974
DOI: 10.1016/0021-9797(74)90348-8
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A model for the freezing of water in a dispersed medium

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Cited by 70 publications
(18 citation statements)
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“…The authors observed that the growth rate of ice increases proportionally with the depression T f = T 0 − T f of the temperature T f at the freezing front, where T 0 = 0 • C, is the melting temperature of bulk ice ( T f values ranging from 0.0 to 0.3 • C). The observations are in agreement with an experiment by Vignes and Dijkema (1974), who grew ice at the mouth of a capillary channel that was in contact with a reservoir of supercooled water ( T f values ranging from 0.3 to 0.77 • C). With respect to growth rate and temperature range, these experiments agree with our observations of hairice growth as will be shown.…”
Section: Hair Ice and Ice Segregationsupporting
confidence: 91%
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“…The authors observed that the growth rate of ice increases proportionally with the depression T f = T 0 − T f of the temperature T f at the freezing front, where T 0 = 0 • C, is the melting temperature of bulk ice ( T f values ranging from 0.0 to 0.3 • C). The observations are in agreement with an experiment by Vignes and Dijkema (1974), who grew ice at the mouth of a capillary channel that was in contact with a reservoir of supercooled water ( T f values ranging from 0.3 to 0.77 • C). With respect to growth rate and temperature range, these experiments agree with our observations of hairice growth as will be shown.…”
Section: Hair Ice and Ice Segregationsupporting
confidence: 91%
“…This general phenomenon is called ice segregation. The thermodynamic phenomenon of frost heave (Vignes and Dijkema, 1974;Dash, 1989;Ozawa, 1997;Dash et al, 2006) is a common driver for these ice types.…”
Section: Hair Ice and Ice Segregationmentioning
confidence: 99%
“…And finally,ṙ pcap accounts for the pressure in the liquid caused by flows at the microscopic scale. The physical understanding of the driving force of these flows, which drives liquid water to the already frozen sites in order to meet the liquid-crystal equilibrium condition (6), was previously discussed in (Vignes and Dijkema 1974;Vignes-Adler 1976).…”
Section: Poromechanics Of a Partially Frozen Continuum Under A Thermamentioning
confidence: 99%
“…Nowadays, it has been recognized that the mechanical response of a saturated or partially saturated porous material at freezing temperatures is the result of the volumetric increase of water during its solidification, the transport of unfrozen liquid water through the porous network and the thermo-mechanical properties of all the phases of the composite material. Physico-mechanics based models have been developed to capture and quantify all these phenomena both at the pore scale (Vignes and Dijkema 1974;Coussy and Fen-Chong 2005) and at the material scale (Coussy 2005;Zuber and Marchand 2004;Bazant et al 1988). …”
Section: Introductionmentioning
confidence: 99%
“…Its considerable intensity is due to the ice melting heat, The developed theory underwent quantitative verification in two ways. Firstly, the results of Vignes and Dijkema [56] were used. They had measured the ice growth rate, owing to the supply of water flowing from the region, where T= 0, through slit communications.…”
mentioning
confidence: 99%