Principles applied in preparation of cream
PRINCIPLES APPLED IN PREPARATION OF CREAM /font>/font>
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Traditional method (Gravity: method)
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Stokes law states that the when difference in density exists the velocity of particle (fat globule) is directly proportional to the difference in densities of the media and gravity. It is inversely proportional to the viscosity of skim milk.
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Difference in density of fat and serum results in the upward movement of fat globules and the velocity at which fat globules rise is given by stokes law
V = 2G(ds-df)r2 / 9 u
where ,
G - Acceleration due to gravity
ds – Density of skim milk
df – density of fat
r- radius of fat globule
u - voscosity of skim milk
Using cream separators by application of Centrifugal force
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When milk is allowed to stand for sometime, there is a tendency for the fat to rise. This method being very slow, can not be used commercially for cream separation.
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In a cream separator milk enters the rapidly revolving bowl of the cream separator, it is subjected immediately to tremendous centrifugal force, which is 3000 to 6000 times greater than the gravitational force.
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The difference in density affects the heavier portion (skim milk) more intensely than the lighter portion (cream). Due to this skim milk is forced to the periphery, while the fat portion moves towards the centre to form two vertical columns in the bowl.
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When Stokes law is applied to centrifugal separation, the velocity is changed as follows. The angular velocity “w” =KwRN2 and hence
V = KR (ds-df)r2N2 / u
where
V: velocity of fat globule
G: Acceleration due to gravity
K: Constant
N: RPM of bowl
R: Distance of the fat globule from the axis of rotation
ds: Density of skim milk
df: density of fat ( is the viscosity of milk)
r: radius of fat globule.
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Last modified: Tuesday, 17 April 2012, 10:05 AM