Particle Size Analysis by Sieving Method

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Questions and Answers

Which of the following is NOT a method used to determine particle size?

  • Electron microscopy method (correct)
  • Sieving method
  • Coulter counter method
  • Sedimentation method

What is the key factor in determining the most suitable method for particle size analysis?

  • The material characteristics and required information (correct)
  • The cost of the analysis
  • The desired level of accuracy
  • The availability of the equipment

Which method is the most precise for presenting particle size analysis data?

  • Tabular form (correct)
  • Graphical method
  • Distribution curve
  • Histogram

What is the formula for calculating the mean diameter (d) of a particle size range using the sieving method?

<p>d = (upper sieve + lower sieve) / 2 (A)</p> Signup and view all the answers

What does the % Undersize on a histogram represent?

<p>The percentage of particles smaller than the specified size range (D)</p> Signup and view all the answers

What are the advantages of using the sieving method for particle size analysis?

<p>It is simple, inexpensive, rapid, and reproducible. (A)</p> Signup and view all the answers

What is the minimum number of sieves required to perform particle size analysis using the sieving method?

<p>Five (A)</p> Signup and view all the answers

What is the typical range of particle sizes that can be measured using the sieving method?

<p>Greater than 45 micrometers (D)</p> Signup and view all the answers

What is the term used to describe the distribution of particles in a powder bed between the smallest and largest particles?

<p>Particle size distribution (A)</p> Signup and view all the answers

Which of the following is NOT a factor that influences the accuracy of the sieving method?

<p>Chemical properties of the powder (B)</p> Signup and view all the answers

What type of motion is generally considered the most efficient for sieving?

<p>Vibratory motion (B)</p> Signup and view all the answers

What is the maximum particle size that is typically considered to be a powder?

<p>1000 micrometers (C)</p> Signup and view all the answers

How does particle size distribution affect the properties of a pharmaceutical product?

<p>It can affect the disintegration time, dissolution rate, bioavailability, and stability. (B)</p> Signup and view all the answers

Flashcards

Particle Size Analysis

A method used to determine the distribution of particle sizes in a sample.

Sieving Method

A technique using mesh screens to separate particles based on size.

% Oversize

The percentage of particles larger than a specified size.

Mean Diameter (d)

Calculated as the average of the upper and lower sieve sizes.

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Distribution Curve

A graphical representation showing the percentage of particles across different sizes.

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Advantages of Sieving

The sieving method is simple, inexpensive, rapid, and reproducible.

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Sieve Number

Indicates the size of the sieve openings, measured in micrometers or mesh.

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Particle Size Distribution

The variation in sizes of particles within a powder sample.

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Factors Influencing Sieving

Key elements that affect the outcome of sieve analysis: sample weight, shaking duration, and motion type.

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Types of Motion in Sieving

Different shaking methods used in sieving: vibratory, side tap, bottom pat, rotary, and rotating with tap.

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Mean Particle Size

The average size of particles in a fraction after analysis.

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Importance of Particle Size Analysis

Understanding mean size and distribution has effects on drug manufacture, like disintegration and bioavailability.

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Study Notes

Particle Size Analysis by Sieving Method

  • Sieving is a simple, inexpensive, rapid, and reproducible method for particle size analysis.
  • Sieves are composed of screens and frames. Sieve size is measured in mesh (openings per linear inch) or micrometers.
  • To analyze, a set of sieves (at least 5) and a collector are required.
  • Particles are placed on the top sieve of a stack.
  • The stack is then shaken.
  • The weight of the material resting on each sieve is measured.
  • This data is used to calculate the percentage of particles within specific size ranges.

Factors Influencing Sieving

  • Factors influencing the sieving method include:
    • Sample weight
    • Duration and type of shaking/motion
    • Type of motion during sieving (vibratory, side tap, bottom pat, rotary). Vibratory motion is usually the most efficient.
  • Standardized motion is crucial for reproducible results.

Introduction to Powder and Particle Size Distribution

  • Powder is a heterogeneous mixture of particles with various shapes and sizes.
  • Particle size analysis determines the distribution of particle sizes in a powder bed.
  • Particle sizes are usually less than 1000 micrometers.
  • Particle size analysis is a process of fractionation, determining the percentage and mean particle size for each fraction.

Importance of Particle Size Analysis

  • Particle size analysis is vital for analyzing and understanding material behavior.
  • Particle size distribution influences:
    • Processability
    • Disintegration time
    • Dissolution rates
    • Bioavailability
    • Stability of manufactured products.

Particle Size Analysis Techniques

  • Several methods can be used to analyze particle size including:
    • Sieving
    • Image analysis
    • Coulter counter method
    • Sedimentation method
    • Laser diffraction method
  • The choice of method depends on the material and required information.

Representative Samples in Particle size Analysis:

  • A representative sample is needed for accurate analysis.
  • The sample should accurately reflect the entire bulk powder.
  • The sample selected must be truly representative of the whole material being studied.

Graphical Representation of Data

  • The results of particle size analysis can be presented graphically:
    • Distribution curves
    • Histograms
  • Graphical representations allow easier visualization of particle size distribution.
  • The percentage of oversize (particles larger than specified range) and undersize (smaller than specified range), mean particle size, and distribution curves are determined and shown graphically.

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