Microscopy & microtechniques
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Both the properties and sizes of individual particles are important in many ways, and the science of particles and their properties has several definitions for what a particle is. A general definition might be: a discrete quantity of matter that has an interface with its surrounding matter and environment.
How a particle interacts with its environment is different to the bulk properties of a material. The size, shape and interactions of small particles determine how the bulk material behaves. If you needed an easily flowing bulk material, you might want to make sure that you have manufactured small spherical particles that do not interact with each other. Smoothness of surface is then one characteristic of a particle that you might need to define.
In chemical manufacturing, the particle size of a raw material could determine the rate of reaction. Or the rate a drug is delivered into the body might depend on the surface area of the particles making up the drug. Assume you have a spherical particle of radius a, then:
|
Particle radius |
Surface Area |
Volume |
Surface Area / Volume ratio |
|
a |
4πa2 |
(4πa3) / 3 |
3 / a |
|
a = 0.1 |
0.04π |
0.0013π |
30 |
|
a = 1 |
4π |
1.33π |
3 |
|
a = 10 |
400π |
1333π |
0.3 |
As the size of the particles get smaller, the surface-area-to-volume ratio gets larger — generally the larger the ratio the quicker a particle can react or dissolve. Finer ground salt dissolves quicker than coarse salt. Hence manufacturing particles of a specific size could be critical, and manufacturers need to know whether they have made particles that meet their specification.
There are several methods that can be used to characterize a particle — depending on the information needed and the size of the particles. Statistical methods play a large part in particle characterization, and the key to obtaining meaningful results is to ensure that the sample used is representative of the whole. Here are the main options:
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