Practical size and shape analysis
OBJECTIVE:
To observe and study the sizes and shapes of different type of sands.
DATE OF EXPERIMENT:
20th November 2014
INTRODUCTION:
The sizes of the solid medicines are very important in order to achieve suitable rate of absorption by the body. Powder with different particle sizes have different flow and packaging properties, which alter the volumes of powder during each encapsulation or tablet compression event. The particles which are having small dimensions will tend to increase the rate of solution. There are many methods can be used to analyse the size and the shape, one of the methods is microscopy.
MATERIALS AND APPARATUS:
- Microscope
- Five (5) different samples of sand (A=150µm, B=355µm, C=500µm, D=850µm, E=Various, lactose and MCC)
PROCEDURE:
- Microscope was set up.
- Five different particle samples were labelled with A,B,C,D.E, lactose and MCC.
- A pinch of sample A was taken and put on the slide. The particles were separated one with another to prevent from redundant particle on one place.
- The sample was put on the slide and observed the particles size and shape using microscope with magnification x10.
- The shape and size of particles had been analysed.
- The experiment was repeated by changing the particles and used sample B,C,D and E. MCC and lactose are then analyzed with 40 times magnification.
RESULT:
Sample A (10X) |
Sample B (10X) |
Sample C (10X) |
Sample D (10X) |
Sample E (10X) |
Lactose (10X) |
MCC (10X) |
MCC (40X) |
QUESTIONS:
1) Explain in brief the various statistical methods that you can use to the diameter of the particle.
The particles that consists of spheres or equivalent spheres of same diameter is to be mono sized, but most powders contain particles that have different diameters. The size of distribution can be broken down into different size ranges as it can be presented in the form of a frequency (histogram) and cumulative frequency form. The histogram method will expose to show the distribution of size particles in three types which are normal distribution, positively skewed distribution and bimodal distribution. The cumulative frequency usually for undersize and oversize.
The mode and median diameters can be obtained for incomplete particle size distribution while the mean can only be determined from complete size distribution and upper and lower size limits is known. There are 3 ways to determined mean of particle size which are Arithmetic means, Geometric means and interconversion mean. Arithmetic means are achieved by summation of particular parameter for all the individual particles in a sample and divided and dividing the value achieved by the total number of particles. Geometric mean follow a log-normal distribution. Interconversion of mean are using Hatch-Choate equations.
2) State the best statistical method for each of the samples that you have analyzed.
The best method that should be use is histogram.
CONCLUSION:
In conclusion, the sand particles have various size and irregular shape that combine angular and rounded edges. It is the same for MCC but lactose has more angular edges rather than rounded edges and look likes prism. Every particles has its own shape and different sizes that can be obtain by using suitable method. For pharmaceutical industry, this is very practical for them to produce efficient medicines.
- http://www.horiba.com/fileadmin/uploads/Scientific/Documents/PSA/PSA_Guidebook.pdf
- http://www.horiba.com/scientific/products/particle-characterization/education/general-information/data-interpretation/understanding-particle-size-distribution-calculations/
- http://cma.tcd.ie/misc/particle_size.pdf