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Chapter II Solution Growth….<br />

crystal nuclei form readily owing to spontaneous fluctuations in the<br />

concentration of the substance. The boundary separating the metastable and<br />

labile zones indicates the maximum super-saturation at which excess solute<br />

does not crystallize spontaneously. Solutions are relatively stable in the<br />

metastable state. This is because of considerable work done for the formation<br />

of a critical size crystal nucleus; the energy barrier cannot be overcome by<br />

means of natural fluctuations in the concentration of the substance. However,<br />

the simple way to initiate growth from supersaturated solutions is to introduce<br />

seeds, which provide nucleation centers. The boundary between the labile and<br />

meta-stable zones, usually, can not be defined clearly because it depends on<br />

the nature of the solution, the processes occurring in them and the degree of<br />

the purity of the starting material.<br />

Controlled crystal growth is possible only from metastable solutions.<br />

The driving force of the process is the deviation of the system from<br />

equilibrium, which can be characterized either by “super-saturation” ∆C or by<br />

the value of “super- cooling” ∆T. The super cooling can be defined as the<br />

difference between the temperature of saturation of the solution and that of<br />

growth. If the possibility of the substance is unknown, the super cooling ∆T<br />

serves as a rough estimate of the deviation from equilibrium.<br />

The solubility of KDP in water at temperatures 0, 10, 20, 30, 40, 60, 80 and 90<br />

0 C are 14.8, 18.3, 22.6, 28.0, 33.5, 50.2, 70.4 and 83.5 parts by weight per<br />

100 parts by weight of water, respectively [41].<br />

72

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