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Protect from Deterioration & Damage During Distribution and Storage are Some of the Key Issues when Choosing Packaging for Food.


DUBLIN, Ireland -- Research and Markets (http://www.researchandmarkets.com/reports/c39953) has announced the addition of Assessing Food Safety of Polymer Packaging to their offering.

Many foods depend on additives for safety, stability or preservation. Foods are packaged to protect them and keep them in good condition while they are delivered to shops, stacked on shelves or stored at home.

The packaging material has to both preserve the food and to protect it from deterioration de·te·ri·o·ra·tion
n.
The process or condition of becoming worse.
, outside contamination or damage during distribution and storage; and the packaging material in direct contact with a food must not itself harm, or be harmed by, the food. The packaging material for a particular food must therefore be carefully selected with these considerations in mind.

This book is designed to help current and prospective researchers in this field, understand the theory of food safety in plastic packaging. The book is divided into 7 chapters:

Chapter 1 - is devoted to a theoretical discussion of the process of diffusion diffusion, in chemistry, the spontaneous migration of substances from regions where their concentration is high to regions where their concentration is low. Diffusion is important in many life processes.  through a sheet.

Chapter 2 is concerned with the transfer of the contaminants taking place in packages before they are in contact with food.

Chapter 3 is devoted to the problems caused by the process of co-extrusion or co-moulding of the films or of the packages.

Chapter 4 is the chapter in which some applications of the theoretical considerations established in Chapters 1 to 3 are developed further.

Chapter 5 considers the future, when use of active packaging will be widespread.

Chapter 6 discusses the misconceptions Misconceptions is an American sitcom television series for The WB Network for the 2005-2006 season that never aired. It features Jane Leeves, formerly of Frasier, and French Stewart, formerly of 3rd Rock From the Sun.  arising from the processes or misuse of equations.

Chapter 7 details the conclusions arising from the book.

Topics Covered

1. A Theoretical Approach to Experimental Data

1.1 Mass Transfer by Diffusion or Convection: Basic Equations

1.2 Differential Equation differential equation

Mathematical statement that contains one or more derivatives. It states a relationship involving the rates of change of continuously changing quantities modeled by functions.
 of Diffusion

1.3 Methods of Solution with the Separation of Variables In mathematics, separation of variables is any of several methods for solving ordinary and partial differential equations, in which algebra allows one to re-write an equation so that each of two variables occurs on a different side of the equation.  

1.4 Solution of the Equation of Diffusion: Sheet of Thickness 2L Immersed im·merse  
tr.v. im·mersed, im·mers·ing, im·mers·es
1. To cover completely in a liquid; submerge.

2. To baptize by submerging in water.

3.
 in a Liquid of Infinite Volume and Infinite Value of the Coefficient of Convection

1.5 Other Solutions for the Problem of Diffusion: Sheet of Thickness L Immersed in a Liquid of Infinite Volume and Infinite Value of the Coefficient of Convection

1.6 Solution of the Equation of Diffusion: Sheet of Thickness 2L Immersed in a Liquid of Finite Volume and Infinite Value of the Coefficient of Convection

1.7 Solution of the Equation of Diffusion: Sheet of Thickness 2L Immersed in a Liquid of Infinite Volume and a Finite Value of the Coefficient of Convection

1.8 Ratio Volume/Area of the Food Package

1.9 Determination of the Parameters of Diffusion

1.10 Diffusion through Isotropic Refers to properties that do not differ no matter which direction is measured. For example, an isotropic antenna radiates almost the same power in all directions. In practice, antennas cannot be 100% isotropic.  Rectangular rec·tan·gu·lar  
adj.
1. Having the shape of a rectangle.

2. Having one or more right angles.

3. Designating a geometric coordinate system with mutually perpendicular axes.
 Parallelepipeds

1.11 Case of a Membrane of Thickness L

1.12 Evaluation of the Parameters of Diffusion from the Profiles of Concentration

1.13 Conclusions on the Diffusion Process Diffusion process

A conception of the way a stock's price changes that assumes that the price takes on all intermediate values.
 

2. Mass Transfer Through Multi-layer Packages Alone

2.1 Recycling recycling, the process of recovering and reusing waste products—from household use, manufacturing, agriculture, and business—and thereby reducing their burden on the environment.  Waste Polymers and Need of a Functional Barrier

2.2 Bi-layer Package: Recycled Polymer-Functional Barrier

2.3 Bi-layer Package with Various Relative Thicknesses

2.4 Three-Layer Packages

2.5 Bi-layer Package with Complex Situations: Different Diffusivities and Factor Coefficient Different from One

2.6 Conclusions on Multi-layer Packages

3. Process of Co-Extrusion of Multi-Layer Films

3.1Scheme of the Process of Co-Extrusion

3.2 Principles of Unidirectional The transfer or transmission of data in a channel in one direction only.  Heat Transfer

3.3 Coupled Heat and Mass Transfer in Bi-Layer Films

3.4 Evaluation of Heat and Mass Transfers in Bi-Layer Films

3.5 Evaluation of Heat and Mass Transfers in Tri-Layer Film

3.6 Heat and Mass Transfers in Tri-Layer Bottles with a Mould mould,
n See mold.


mould

mold.
 at Constant Temperature on the External Surface

3.7 Heat and Mass Transfers in Tri-Layer Bottles with a Mould Initially at the Temperature of the Surrounding Atmosphere

3.8 Coupled Mass and Heat Transfers - Conclusions

4. Mass Transfers Between Food and Packages

4.1 General Introduction to the Various Problems

4.2 Theoretical Treatment

4.3 Mass Transfer in Liquid Food from a Single Layer Package

4.4 Bi-layer Packages Made of a Recycled and a Virgin Polymer Layer, by Neglecting the Co-extrusion Potential Effect

4.5 Mass Transfer from Tri-layer Packages (Recycled Polymer Inserted Between Two Virgin Layers) in Liquid Food

4.6 Effect of the Co-extrusion on the Mass Transfer in Food

4.7 Conclusions on the Functional Barrier

4.8 Conclusions on the Diffusion-Convection Process

4.9 Problems Encountered with a Solid Food

5. Active Packages for Food Protection

5.1 Process of Transfer with Active Packages

5.2 Active Packages - Theoretical Considerations

5.3 Results Obtained by Calculation

5.4 Conclusions about the Active Agents

6. A Few Common Misconceptions Worth Avoiding

6.1 Using Equations Based on Infinite Convective Transfer

6.2 Infinite Thickness of the Film and Infinite Convective Transfer

6.3 Combination of Semi-infinite Media and Finite Volume of Liquid

6.4 Infinite Rate of Convection in a Finite Volume of Liquid

6.5 Double Transfer Process and the Membrane System

6.6 Heat Transfer: Conduction conduction, transfer of heat or electricity through a substance, resulting from a difference in temperature between different parts of the substance, in the case of heat, or from a difference in electric potential, in the case of electricity.  or Convection

6.7 Profiles of Concentration in Two Semi-infinite Media

6.8 Double Transfer of Substances in a Sheet

6.9 Methodology for Measuring the Reference Diffusivity Dif`fu`siv´i`ty

n. 1. Tendency to become diffused; tendency, as of heat, to become equalized by spreading through a conducting medium.
 

6.10 Conclusions on the Remarks Made in Chapter 6

7. Conclusions

For more information visit http://www.researchandmarkets.com/reports/c39953
COPYRIGHT 2006 Business Wire
No portion of this article can be reproduced without the express written permission from the copyright holder.
Copyright 2006, Gale Group. All rights reserved. Gale Group is a Thomson Corporation Company.

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Date:Jul 26, 2006
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