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Food Science and Biotechnology in Developing Countries<br />

Process viscosity study on heterogeneous foods<br />

L. Medina Torres 1 *, E. Brito de la Fuente 2 , J.A. Gallegos Infante 3<br />

1,2 Departamento de Alimentos y Biotecnología, Facultad de Química<br />

Universidad Nacional Autónoma de México., 04510 México, D.F.<br />

3 Instituo Tecnológico de Durango<br />

Departamento de Ingenieria Química y Bioquímica<br />

Felipe Pescador 1930 Ote., Durango, Dgo. 34080., México<br />

Tel./Fax (5)56-22-53-08. email: luismt@servidor.unam.<strong>mx</strong><br />

INTRODUCTION<br />

On the food industry there are an important group of food systems that it are<br />

constituid by a dispersant phase, in this phase there are a lot of relative soluble<br />

components and a disperse phase with particles with distinct physics properties.<br />

The rheological properties are of great importance in food fluids as mermelades,<br />

salad dressing, soups, sauces and creams [Baudi, 1996]. The knowledge of<br />

rheological properties are very important in the industrial optimization as<br />

pumping, mixing, cooling, drying and others. The usual viscometers are not good<br />

for this systems cause the heterogeneous nature of the dispersion. With the<br />

objective of a best determination of the fluid properties it has been used the<br />

rheometry with mixing principles for heterogeneous systems. [Brito et al., 1998].<br />

Rheological measurements.<br />

EXPERIMENTAL METHODOLOGY<br />

It were working three different simples of heterogeneous foods: Salad<br />

dressing, orange mermelada and peach yogurt, at 25°C. The rheological<br />

measurements were making in a rotational rheometer (Haake, CV20N, RV20)<br />

with temperature control. It was used a system with helicoidal geometry adapted<br />

to rheometer.<br />

On the Figure 1 is shown the system used. The Viscosity data were obtained<br />

following the method. [Brito et al., 1998].<br />

The process viscosity was determinated with the next algoritm:<br />

η<br />

e<br />

=<br />

<strong>mK</strong><br />

p<br />

( n)<br />

K<br />

p<br />

N<br />

n −1<br />

RESULTS AND DISCUSSION<br />

(1)

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