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Food Lipids: Chemistry, Nutrition, and Biotechnology

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destabilization of an emulsion. We now turn to a discussion of the origin of the<br />

major destabilization mechanisms, the factors that influence them, <strong>and</strong> methods of<br />

controlling them. This type of information is useful for food scientists because it<br />

facilitates the selection of the most appropriate ingredients <strong>and</strong> processing conditions<br />

required to produce a food emulsion with particular properties.<br />

1. Creaming <strong>and</strong> Sedimentation<br />

The droplets in an emulsion have a density different from that of the liquid that<br />

surrounds them, <strong>and</strong> so a net gravitational force acts on them [1a,1b]. If the droplets<br />

have lower density than the surrounding liquid, they tend to move up, that is, to<br />

‘‘cream.’’ Conversely, if they have a higher density they tend to move down, resulting<br />

in what is referred to as sedimentation. Most liquid oils have densities lower than<br />

that of water, <strong>and</strong> so there is a tendency for oil to accumulate at the top of an<br />

emulsion <strong>and</strong> water at the bottom. Thus droplets in an oil-in-water emulsion tend to<br />

cream, whereas those in a water-in-oil emulsion tend to sediment. The creaming rate<br />

of a single isolated spherical droplet in a viscous liquid is given by the Stokes<br />

equation:<br />

2<br />

2gr (� 2 �� 1)<br />

9� 1<br />

� = � (9)<br />

where � is the creaming rate, g the acceleration due to gravity, � the density, � the<br />

shear viscosity, <strong>and</strong> the subscripts 1 <strong>and</strong> 2 refer to the continuous phase <strong>and</strong> droplet,<br />

respectively. The sign of � determines whether the droplet moves up (�) or down<br />

(�).<br />

Equation (9) can be used to estimate the stability of an emulsion to creaming.<br />

For example, an oil droplet (� 2 = 910 kg/m 3 ) with a radius of 1 �m suspended in<br />

water (� 1 = 1 mPa�s, � 1 = 1000 kg/m 3 ) will cream at a rate of about 5 mm/day.<br />

Thus one would not expect an emulsion containing droplets of this size to have a<br />

particularly long shelf life. As a useful rule of thumb, an emulsion in which the<br />

creaming rate is less than about 1 mm/day can be considered to be stable toward<br />

creaming [3].<br />

In the initial stages of creaming (Fig. 12), the droplets move upward <strong>and</strong> a<br />

droplet-depleted layer is observed at the bottom of the container. When the droplets<br />

reach the top of the emulsion, they cannot move up any further <strong>and</strong> so they pack<br />

together to form the ‘‘creamed layer.’’ The thickness of the final creamed layer<br />

depends on the packing of the droplets in it. Droplets may pack very tightly together,<br />

or they may pack loosely, depending on their polydispersity <strong>and</strong> the magnitude of<br />

the forces between them. Close-packed droplets will tend to form a thin creamed<br />

layer, whereas loosely packed droplets form a thick creamed layer. The same factors<br />

that affect the packing of the droplets in a creamed layer determine the nature of the<br />

flocs formed (see Sec. VI.B.2). If the attractive forces between the droplets are fairly<br />

weak, the creamed emulsion can be redispersed by lightly agitating the system. On<br />

the other h<strong>and</strong>, if an emulsion is centrifuged, or if the droplets in a creamed layer<br />

are allowed to remain in contact for extended periods, significant coalescence of the<br />

droplets may occur, with the result that the emulsion droplets can no longer be<br />

redispersed by mild agitation.<br />

Creaming of emulsion droplets is usually an undesirable process, which food<br />

manufacturers try to avoid. Equation (9) indicates that creaming can be retarded by<br />

Copyright 2002 by Marcel Dekker, Inc. All Rights Reserved.

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