Particle Size Analysis Flashcards
1
Q
Particle size distribution
Histogram
A
- Shows incramental distribution
- Showing number of falling within a given size increment
2
Q
Gemetric mean
A
- Progression root of first x second
3
Q
Cumulative distribution
A
- Shows how much material
lies above or below a
particular size
4
Q
Normal Histogram analysis
A
- Particle diameter In normal distribution
- Mean = Median = Mode
- Symetrical about the mean
5
Q
Positive skew Histogram
A
- Mean > median > mode
- Normalised by replotting
the equivalent particle diameters using a logarithmic scale
6
Q
Bimodal histogram
A
- Has two modes of particle distribution
- Not normal or log
7
Q
Cumulative median split of distribution
A
- 50% split by the median into two half
- Undersize or oversize
- Use for <5 micrometer (undersize)
8
Q
Linear probability graph
A
- Undersize by particle size
- Straight line means normal distribution
9
Q
Lognormal distibution
A
- Plot on a cumulative frequency on normal graph
- If curved then plot on a lognormal graph if linear then lognormal
10
Q
Dispersion central tendancy
A
- Tendency of the particle size to cluster around a particular value
- Mean/mode/median
11
Q
Sample standard deviation
A
- Must -1 from the sample population (sum of n)
12
Q
Coefficient of variation
A
- Normalise the standard deviation through division by the mean
- Compare degree of varience between sample population
- SD/mean x 100
13
Q
D90/D10 Ratio
A
- polydispersity of powders, regardless of the distribution
model - 90% / 10% of particle diameter (small closser to 1 more uniform dose)
14
Q
Sieving
A
- Fill with the sieve pan with powder
- Seal and agitate then weigh
- Large to small mesh & mesh no measures number
- Measure using sive equivalent diameter
15
Q
Possible overestimates of undersize limitation of sieve
A
- Rod shaped particle size pass through sive verticle
- Hydroscopic could clamp togeth from moisture