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Model optimizes moisture transport.


During moisture transport processes, such as drying and sorption sorption /sorp·tion/ (sorp´shun) the process or state of being sorbed; absorption or adsorption.

sorp·tion
n.
Adsorption or absorption.
, stress cracks initiate and propagate in biopolymers for a variety of reasons. These include the occurrence of non-uniform shrinkage on the macroscale; certain forces that are exerted by solid materials; vicinal vic·i·nal  
adj.
1. Of, belonging to, or restricted to a limited area or neighborhood; local.

2. Relating to or being a local road.

3.
 and bulk phases on the micro and mesoscales; and glass transition effects that occur on the microscale level.

The focus of research at the University of Idaho The university was formed by the territorial legislature of Idaho on January 30, 1889, and opened its doors on October 3, 1892 with an initial class of 40 students. The first graduating class in 1896 contained two men and two women.  was to use a multiscale model to predict the initiation of cracks during the sorption and drying of pasta. Scientists wanted to be able to predict stress crack initiation in pasta by solving a multiscale fluid transport and normalized stress model. They wanted to determine the viscoelastic Adj. 1. viscoelastic - having viscous as well as elastic properties
natural philosophy, physics - the science of matter and energy and their interactions; "his favorite subject was physics"
 properties of pasta and validate the predictions of the mathematical model
Note: The term model has a different meaning in model theory, a branch of mathematical logic. An artifact which is used to illustrate a mathematical idea is also called a mathematical model and this usage is the reverse of the sense explained below.
 by performing drying and sorption experiments.

The scientists used the finite element See FEA.  method to predict moisture and stress profiles during the continuous and intermittent sorption and drying of pasta. To determine the viscoelastic properties needed to solve certain equations in the model, experiments were performed using a commercial mechanical analyzer in the temperature range of 250 C to 950 C. Investigators gained information on the impact of glass transition on the Fickian and non-Fickian modes of fluid transport and stress development in foods. (The net diffusion rate of a gas across a fluid membrane is proportional to the difference in partial pressure, proportional to the area of the membrane and inversely proportional to the thickness of the membrane. Combined with the diffusion rate determined from Graham's Law Graham's law

the rate of diffusion of a gas through porous membranes varies inversely with the square root of its density.
, this Fickian law is a way to calculate exchange rates of gases across membranes.)

To validate the model's predictions, the researchers performed continuous and intermittent sorption and drying experiments in a controlled temperature-humidity chamber. Computer simulations provided information on moisture movement, mechanical properties and crack initiation in foods. The model developed allows researchers to improve moisture transport to obtain materials with a minimum number of stress cracks. Such foods are less prone to microbial microbial

pertaining to or emanating from a microbe.


microbial digestion
the breakdown of organic material, especially feedstuffs, by microbial organisms.
 damage and are preferred by consumers.

Further information. Pawan Singh, Department of Food Science and Toxicology, University of Idaho, Box 442201, Moscow, ID 83844; phone: 208-885-9683; fax: 208-885-9752; email: psingh@uidaho.edu.
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Publication:Emerging Food R&D Report
Date:Mar 1, 2005
Words:358
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