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Mechanical Separation Equipment

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Abstract

Size reduction or enlargement of solid foods can be attained by mechanical methods, without use of heat. Size reduction refers to the production of large or small pieces and several particle sizes. Enlargement includes agglomeration or coating of small food pieces or particles. In the case of liquids, size reduction of particles is achieved by homogenization. Below, the sections, “Size Reduction” and “Size Enlargement” deal with solid foods, while “Homogenization” deals with size reduction of liquids.

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Chapter
During harvesting, most agricultural products like grains, fruits, and vegetables, pulses, nuts, etc., have varying physical characteristics and contain various contaminants and other inedible parts. Hence, it is important to perform various unit operations like cleaning, decontamination, sorting, and grading before these commodities are sent for further processing. It has been discovered that a significant percentage of agricultural output is being lost due to secondary, postharvest operations, resulting in limited accessibility for consumers and the need for imported goods. To obtain high-quality end products, these agricultural produces must be separated from the substandard ones at the initial stages. Sorting and grading are done to enhance the uniformity and commercial value of the products. In this chapter, we will focus on the various criteria and methods for sorting agricultural crops.
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Chapter
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Article
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Chapter
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Article
LCONTENTS; PART ONE; BASIC FLUID FLOW; FLUIDS IN MOTION; FLOW OF INCOMPRESSIBLE NEWTONIAN FLUIDS IN PIPES AND CHANNELS; FLOW OF INCOMPRESSIBLE NON-NEWTONIAN FLUIDS IN PIPES; PUMPING OF LIQUIDS; MIXING OF LIQUIDS IN TANKS; FLOW OF COMPRESSIBLE FLUIDS IN CONDUITS; FLOW OF TWO PHASE GAS LIQUID MIXTURES IN PIPES; FLOW MEASUREMENT; FLUID MOTION IN THE PRESENCE OF SOLID PARTICLES; INTRODUCTION TO UNSTEADY STATE FLUID FLOW: PART TWO: VECTOR METHODS IN FLUID FLOW; VECTOR METHODS IN FLUID FLOW AND THE EQUATIONS OF CONTINUITY AND MOMENTUM TRANSFER; APPLICATIONS OF MODIFIED NAVIER STOKES EQUATIONS IN RECTANGULAR COORDINATES; APPLICATIONS OF MODIFIED NAVIER STOKES EQUATIONS IN HORIZONTAL CYLINDRICAL COORDINATES; APPLICATIONS OF MODIFIED NAVIER STOKES EQUATIONS IN VERTICAL CYLINDRICAL COORDINATES.