Pharmaceutical Particle Size Measurement Quiz
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Questions and Answers

Which of the following is NOT a reason why particle size measurement is important in pharmaceutical applications?

  • It affects tablet formation.
  • It determines the color of the final product. (correct)
  • It indicates the success of a milling process.
  • It influences powder flow.
  • Particle size is only important for the production of medicines, not for their efficacy after administration.

    False (B)

    Besides powder flow and tablet formation, what is another physical property influenced by particle size?

    emulsion stability

    The rate at which particles settle in a liquid is known as the ___________ rate.

    <p>sedimentation</p> Signup and view all the answers

    Match each technique with what it measures:

    <p>Milling = Reduces particle size Homogenization = Reduces droplet size in emulsions Particle size measurement = Determines size distribution Sedimentation = Determines particle settling rate</p> Signup and view all the answers

    What information does particle size measurement provide regarding product stability?

    <p>It gives an indication of the emulsion droplet size on storage. (C)</p> Signup and view all the answers

    Measuring particle size for non-spherical objects is straightforward and simple.

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

    What does a cumulative frequency representation show?

    <p>The percentage of particles above or below a given size (B)</p> Signup and view all the answers

    A mass distribution is always the same as a volume distribution.

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

    If a particle's density doesn't vary with size, what is the relationship between mass and volume distribution?

    <p>They are the same.</p> Signup and view all the answers

    In sieve analysis, particles are separated based on their ______.

    <p>size</p> Signup and view all the answers

    Match the sieve sizes with their corresponding mass of ground salt (in µmg) according to the provided table

    <p>2000 µm = 20000.1 1000 µm = 10006.6 500 µm = 49.5 180 µm = 79.2</p> Signup and view all the answers

    Which of the following is a way distributions can be characterized?

    <p>By number, surface, mass, or volume (B)</p> Signup and view all the answers

    The data in a cumulative frequency representation is different from the original data.

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

    What type of distribution is depicted in the second 'Ground Salt-Sieve stack' graph?

    <p>lognormal</p> Signup and view all the answers

    The x-axis on a standard cumulative frequency distribution graph represents the ______.

    <p>particle size</p> Signup and view all the answers

    Which of the following is a disadvantage of using image analysis for particle size measurement?

    <p>Measures relatively few particles (C)</p> Signup and view all the answers

    Given the scattering pattern, it is possible to directly compute the particle size.

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

    What software is mentioned that is useful for image analysis?

    <p>ImageJ</p> Signup and view all the answers

    Light scattering methods now account for the majority of size measurements and instruments and have the following advantages: Rapid, Easy to use, Wide applicability and Wide size ______

    <p>range</p> Signup and view all the answers

    Match the description to the analytical technique:

    <p>Image Analysis = Counts pixels in each region, constructs a histogram Light Scattering = Analyzes the diffraction pattern to infer particle size SEM = Measures particles in the range of 10 µm TEM = Technique to measure very small particles</p> Signup and view all the answers

    What does Stokes' law describe?

    <p>The connection between particle size and settling rate. (A)</p> Signup and view all the answers

    The settling velocity (v) in Stokes' Law is directly measured in practical sedimentation experiments.

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

    In centrifugal sedimentation, what replaces 'g' in Stokes' law?

    <p>rw²</p> Signup and view all the answers

    In Stokes' Law, η represents the ______ of the fluid.

    <p>viscosity</p> Signup and view all the answers

    Match the following terms with their descriptions:

    <p>Sedimentation velocity (v) = Rate at which suspended particles settle r1 = Density of the fluid r2 = Density of the particle η = Fluid viscosity</p> Signup and view all the answers

    Which of the following is NOT a method used to measure sedimentation in practice?

    <p>Directly measuring the settling velocity (A)</p> Signup and view all the answers

    Centrifugal sedimentation is used to slow down the settling process in sedimentation experiments.

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

    What is typically measured when using a sedimentation balance?

    <p>material settled</p> Signup and view all the answers

    The Andreasen pipette is used to remove ______ over time for particle analysis.

    <p>samples</p> Signup and view all the answers

    Which of the following is considered a more sophisticated and expensive technology?

    <p>Microscopy and image analysis (D)</p> Signup and view all the answers

    What is the primary function of using sieves in material analysis?

    <p>To separate and analyze particles based on their size (C)</p> Signup and view all the answers

    Sieving is an expensive method, typically not widely available for particle analysis.

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

    What is the smallest particle size that can be effectively measured by sieving?

    <p>50 μm</p> Signup and view all the answers

    The size of a particle determined by sieving is called the 'sieve equivalent _____'

    <p>diameter</p> Signup and view all the answers

    Match the description to the sieve analysis term:

    <p>Mesh size = Determines the particle size it will allow to pass through. Sieve nest = A stack of sieves of decreasing mesh size. Pan = The bottom tray that collects the smallest particles Sieve equivalent diameter = The size of a sphere that will pass the square hole</p> Signup and view all the answers

    Why might a sample not pass through a sieve?

    <p>The particles are larger than the sieve apertures. (A)</p> Signup and view all the answers

    The length of a particle is the main factor that determines if it will pass through a sieve aperture.

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

    Name one error that can occur during the sieving process due to the physical damage or condition of the sieve.

    <p>Sieve holes may be damaged or vary in size</p> Signup and view all the answers

    Particles that ______ together may not pass through a sieve correctly, skewing the results.

    <p>stick</p> Signup and view all the answers

    How is the amount of particles in each sieve determined after the shaking process is completed?

    <p>By weighing the particles in each sieve (C)</p> Signup and view all the answers

    Flashcards

    Particle Size

    The size of individual particles within a material, typically measured in micrometers (µm).

    Why is particle size important for pharmaceutical applications?

    Particle size is crucial because it impacts the physical properties of medicine ingredients, influencing things like how easily a powder flows or how a tablet forms.

    How does particle size analysis relate to manufacturing processes?

    Particle size analysis helps confirm that a manufacturing process has been successful, such as milling a solid or homogenizing an emulsion. It ensures consistent quality.

    How is particle size analysis related to product stability?

    Particle size analysis can provide clues about the stability of a product over time. For instance, changes in emulsion droplet size during storage may indicate product degradation.

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    Sedimentation rate analysis

    A technique used to measure the size distribution of particles in a sample. It relies on the observation that larger particles settle faster than smaller particles in a fluid.

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    How does particle size influence drug absorption?

    Particle size affects the rate at which a medicine dissolves and is absorbed into the body. Smaller particles tend to dissolve and absorb faster.

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    Particle size measurement techniques

    Different techniques are used to measure particle size, each with its specific principles and limitations. Common methods include microscopy, laser diffraction, and dynamic light scattering.

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    Cumulative Frequency Distribution

    It represents the percentage of particles above or below a specific size, rather than the percentage at that specific size.

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    Cumulative Frequency Distribution Graph

    It's a visual representation of the distribution of particle sizes, where the x-axis represents size and the y-axis represents the percentage of particles.

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    Particle Size Distribution Representations

    The distribution of particles can be considered by different aspects: Number, Surface, Mass, or Volume.

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    Density and Size Distribution Relationship

    In the case where the density of particles is consistent regardless of size, the mass distribution mirrors the volume distribution.

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    Sieve Analysis

    A sieve analysis is a technique that involves passing a sample of particles through a set of sieves with decreasing aperture sizes. This helps determine the size distribution of the particles based on the amount of material retained in each sieve.

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    Nominal Aperture Size

    The nominal aperture size refers to the theoretical size of the openings in a sieve, which is often expressed in microns (µm).

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    Sieve Stack

    A sieve stack is a series of sieves arranged according to decreasing aperture sizes, creating a layered structure for separating particles based on their size.

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    Lognormal Distribution

    Lognormal Distribution is a probability distribution where the logarithm of a variable is normally distributed. It is often used to model particle size distributions.

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    Lognormal Distribution in Particle Size

    A lognormal distribution occurs when the particle size data is plotted on a logarithmic scale, resulting in a bell-shaped curve. This indicates that the size distribution is not evenly spread.

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    Image analysis for particle size

    A technique that uses a computer to analyze images and count pixels within defined regions to determine particle size distribution. This method is suitable for measuring the size and shape of relatively small particles.

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    Light scattering

    The phenomenon where light waves bend and spread as they encounter particles. This scattering pattern is unique to the size and shape of the particles, providing information about their dimensions.

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    Light scattering methods

    A common method for determining particle size distribution, often using lasers or a light source to illuminate the sample and measure the scattering patterns.

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    Diffraction pattern

    The unique pattern created when light interacts with particles. This pattern, which depends on the particle size and shape, can be used to estimate particle size.

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    From diffraction pattern to particle size

    Calculating particle size distribution from a measured diffraction pattern is very challenging because there is no simple direct relationship between the two. Specialized software and algorithms are required to interpret the scattering pattern.

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    Sedimentation Velocity

    The speed at which particles settle in a fluid.

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    Size & Settling Rate

    The rate at which suspended particles settle is directly related to their size.

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    Stokes' Law

    A formula that describes the relationship between particle size, fluid properties, and sedimentation velocity.

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    Sedimentation Balance

    A method of measuring particle sizes by measuring the amount of material settled in a specific time. Measures material settled on an immersed pan.

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    Light Beam/X-ray Method

    A method of measuring particle sizes by measuring the amount of material remaining in suspension over time.

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    Centrifugal Sedimentation

    A technique that speeds up sedimentation by using centrifugal force.

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    Andreasen Pipette

    A device that measures particle sizes by removing samples from the suspension at different times and analyzing the particle content.

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    Sedigraph III

    A device that measures particle sizes using centrifugal sedimentation and light scattering.

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    Microscopy

    A group of advanced technologies used for measuring particle sizes and shapes.

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    Image Analysis

    The analysis of images captured by microscopes to measure and characterize particles.

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    Sieving

    This technique separates particles by size using woven or perforated surfaces, allowing smaller particles to pass through while larger ones are retained.

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    Square Mesh Sieve

    A common type of sieve that has square openings in its mesh. The size of these openings determines which particles can pass through.

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    Sieve Equivalent Diameter

    The size of the sphere that would pass through the square opening of a sieve. It is used to characterize particle size.

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    Sieve Nest

    A set of sieves with decreasing mesh sizes stacked on top of each other, with a pan at the bottom to collect the smallest particles.

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    Sieving Procedure

    The process of shaking a sieve nest to allow particles to pass through different sized meshes, separating them based on their size.

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    Sieve Hole Variation

    Inequalities in the size of the sieve openings caused by manufacturing defects or damage.

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    Powder Coating

    Tiny particles of the sample that can cling to the sieve wires, effectively reducing the size of the sieve openings.

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    Particle Cohesion

    When particles in the sample stick together due to forces like static electricity or surface tension, preventing them from passing through the sieve.

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    Particle Damage

    The possibility that the shaking process can break down larger particles, creating artificially small particles that affect the results.

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    Insufficient Shaking

    A problem that occurs when the sieve is not shaken sufficiently, resulting in particles not reaching their appropriate size category.

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    Study Notes

    Particle Size

    • Particle size influences various pharmaceutical properties like powder flow and tablet formation.
    • Particle size measurement assesses process success, particularly in milling solids and emulsion homogenization.
    • Particle size also indicates product stability, specifically concerning emulsion droplet size during storage.
    • Understanding particle size is crucial for drug production and the efficacy of medicines after administration, especially concerning particulate solids.

    Reading Material

    • Aulton's Pharmaceutics (3rd edition, 2007) covers the design and manufacture of medicines.
    • Florence and Attwood's Physicochemical Principles of Pharmacy (4th edition, 2006) details physicochemical principles.

    Learning Objectives

    • Understand the importance of particle size in pharmaceutical applications.
    • Detail various particle size measurement techniques.
    • Outline the principles of particle size measuring techniques.
    • Understand the correlation between particle size and sedimentation rate.

    Why is Particle Size Measurement Important?

    • Particle size impacts the physical characteristics of pharmaceutical materials, affecting properties like powder flow and tablet formation.
    • Successful processes like milling solids and emulsion homogenization rely on accurate particle size control.
    • Particle size influences product stability, particularly in emulsion droplet size.
    • Particle size is crucial for both manufacturing medicines containing particulate solids and for their effectiveness after administration.

    What Is Particle Size?

    • Particle size is a key concept concerning the dimensions of particles, including both spherical and non-spherical shapes.
    • Determining the size of irregularly shaped objects requires equivalent diameters, commonly expressed via volume equivalents.

    Equivalent Diameters

    • A single size definition is needed for irregularly shaped particles.
    • The concept of equivalent diameter is used; this defines a sphere with a similar feature (e.g., volume, surface area) to the irregular particle.
    • Volume equivalent diameter, surface-volume diameter, Feret's diameter, hydrodynamic diameter, Martin's diameter, perimeter diameter, and projected area diameter are examples of equivalent diameters.

    Distributions of Particle Size

    • A frequency histogram is used to represent particle size distributions of many particles with differing sizes.
    • The height of each band on the histogram corresponds to the number of particles within that size range.
    • Key descriptors like mode, median, mean, and standard deviation assist with analyzing the distribution.
    • Mode is the most frequent size.
    • Mean is the weighted average size.
    • Median is the size at which half of the particles are larger and half are smaller.
    • Standard deviation measures the width of the distribution.

    Different Ways of Representing Distributions

    • Cumulative volume distribution curves provide the percentage of particles larger or smaller than a given size.
    • These curves plot the same data as histograms but showcase the cumulative percentages instead of counts.
    • Distribution analysis often includes both numerical and volume-weighted frequency distributions.

    Distributions (Continued)

    • Particle distributions can be characterized by various factors (number, mass, surface, volume), with mass and volume distributions being equivalent if particle density remains constant.

    Sieve Analysis

    • A technique to determine the size of particles based on their ability to pass through a series of sieves with gradually decreasing mesh sizes.
    • Determining the weight of material retained on each sieve provides data about particle sizes and their frequencies.
    • Sieves typically comprise metal or bronze wire mesh.

    Sedimentation Theory

    • Stokes' Law describes the relationship between the settling rate of suspended particles (sedimentation velocity) and particle size, fluid viscosity, densities, and acceleration.

    Sedimentation in Practice

    • Determining settling velocity is often not direct, instead, the amount of material settled over time is measured to determine particle size and distribution.
    • Centrifugal sedimentation techniques can expedite the process, replacing gravity acceleration with the centrifuge's rotational acceleration.
    • Various instruments, such as Andreasen pipettes and Sedigraph III, are employed to track changes in particle density and settle out solid material as a means for calculating distribution.

    Microscopy and Image Analysis

    • Microscopy and image analysis are advanced technologies for analyzing particle sizes and shapes, including light microscopy, electron microscopy, and atomic force microscopy.
    • Image analysis techniques enable automatic measurements and statistical calculations from microscope images.

    Light Scattering

    • Modern methods commonly rely on light scattering to measure particle sizes.
    • Light scattering techniques are often rapid, readily usable, applicable to a wide range of sizes, and capable of covering a wide size range of particles.
    • Light scattering phenomena occur as light interacts with and disperses around particles.

    Light Scattering Phenomena (Continued)

    • A light source, when projected through a suspension of particles, creates a scattering or diffraction pattern.
    • The patterns observed are dependent on particle size and shape.

    Calculation Work of Laser Diffraction Sizers

    • The instrument initially guesses the size distribution ('trial distribution').
    • It calculates the scattering pattern associated with the trial distribution.
    • The instrument then compares the calculated pattern with the measured pattern.
    • The trial distribution is adjusted by iterative recalculation until its associated scattering pattern closely matches the measured one.

    Particle Counting

    • Problems with previous methods are that they only characterize size distribution but not particle counts.
    • Instruments used for particle counting include Coulter Counters and electric zone sensing (EZS) methods.
    • Optical particle counters measure particle density by passing particles through a narrow light beam and calculating shadow measurements through photodetectors.

    Normal Distribution

    • In this context, the normal or Gaussian distribution has mean= mode =median and is symmetrical (bell shape).

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    Particle Size Analysis PDF

    Description

    Test your knowledge on the importance of particle size measurement in pharmaceutical applications. This quiz covers various aspects including techniques, physical properties, and the implications on product stability. Assess your understanding of how particle size affects medicine production and efficacy.

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