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Engineering Properties of Food Materials

The physical, thermal, mechanical, aerodynamic and frictional properties of grains, fruits and other agricultural produce that govern the design of processing machines — size, shape (sphericity, roundness), density (bulk, true, porosity), angle of repose, coefficient of friction, terminal velocity, specific heat, thermal conductivity, rheological behaviour, hardness and colour — with formulae, methods of measurement and worked examples.

📑 Contents (10 sections)

Last reviewed 1 Oct 2026 · 8 min read

Why study engineering properties?

Machines for cleaning, grading, conveying, storing, drying, milling and packaging must be designed around the properties of the material they handle. Engineering properties tell us how the produce flows, falls, slides, resists crushing, heats and cools, and they vary with variety, moisture content, temperature and maturity.

Group Properties Used in design of
Physical (geometric) size, shape, volume, surface area, 1000-grain weight sieves, graders, hoppers
Gravimetric bulk density, true density, porosity storage bins, silos, transport
Frictional angle of repose, coefficient of friction, angle of internal friction hoppers, chutes, conveyors, bin loads
Aerodynamic terminal velocity, drag coefficient winnowers, pneumatic conveyors, aspirators
Thermal specific heat, thermal conductivity, thermal diffusivity dryers, coolers, cold storage
Mechanical (rheological) hardness, compressive and shear strength, modulus, rupture force milling, shelling, threshing, handling damage
Optical and electrical colour, reflectance, dielectric constant sorters, moisture meters
Hygroscopic equilibrium moisture content, water activity drying and storage

Size and shape

Size

For a grain with three perpendicular dimensions — length , width , thickness — measured by a vernier calliper or micrometer on a sample (usually 100 seeds):

  • The geometric mean diameter is the usual size for the equivalent sphere.
  • Size distribution is found by sieve analysis; the fineness modulus and mean diameter are used for flour and ground material.

Shape

Term Definition Formula
Sphericity () how closely the grain resembles a sphere
Roundness sharpness of the corners area of the largest inscribed circle ÷ area of the smallest circumscribing circle (or ratio of mean radius of corners to the radius of the maximum inscribed circle)
Aspect ratio slenderness
Surface area for a sphere-like body:
Volume by the liquid displacement method (toluene), or for a sphere-like body
  • A sphericity close to 1 means the grain is nearly spherical (rolls easily); a low sphericity means it is flat or long (rice, oats). Shape influences flow, sieving, orientation in cleaning, and drying rate.
Worked ExampleExample — size and sphericity

A wheat grain has mm, mm and mm.

; ; mm.

Density and porosity

Property Definition Measurement
Bulk density () mass of the grain per unit bulk volume (including the void spaces) fill a container of known volume with grain under standard conditions (drop height) and weigh it
True (particle) density () mass per unit volume of the solid grain (excluding pores) liquid displacement (toluene/water), gas pycnometer
Porosity () fraction of the bulk volume occupied by voids
1000-grain weight mass of 1000 grains counting and weighing

Typical values (indicative): wheat kg/m³, kg/m³; paddy kg/m³; rice kg/m³; maize kg/m³; soybean kg/m³. Density decreases with an increase in moisture for most grains (because the swelling increases the volume more than the mass).

  • Bulk density governs storage capacity and bin loads; true density governs separation by specific gravity (gravity tables, floatation); porosity governs airflow resistance in dryers and aerated storage, and heat transfer.
Worked ExampleExample — porosity

Wheat: kg/m³, kg/m³. Porosity . A silo of 500 m³ holds about t.

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