Tablets and Capsules specifications workshop

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21 Terms

1
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What is a specification?

  • A statement about an attribute with which the product must comply to be approved for use

  • Each attribute will have a separate specification

  • For a batch of pharmaceutical product to pass, the batch needs to pass ALL specification tests

2
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The characterisation of the flow properties is essential pre-requisites of successful dosage form development. Therefore, what tests would you recommend to evaluate the properties of the powder used in tableting and capsules filling?

  • Angle of repose

  • Bulk and tapped density

  • Compressibility index

  • Hausner ratio

3
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The angle of repose is one of the general tests performed to evaluate the properties of the powder.

Explain the purpose of this test and the method for performing it.

  • The angle of repose value indicates the flowability of a powder

  • A lower angle of repose below 30°) suggests that the powder has good flow properties, meaning it moves easily and uniformly, which is ideal for processes like tabletting and capsule filling

  • A higher angle (above 40°) reflects poorer flowability, indicating that the powder may be prone to clumping or resistance when flowing, which can lead to issues with consistent dosing and manufacturing

4
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Given that the average height of the powder mix is 4 cm, and the average diameter is 16 cm calculate the angle of repose and comment on it.

Angle of repose = 26.57 = excellent flow

<p>Angle of repose = <strong>26.57 = excellent flow</strong></p>
5
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The compressibility index and Hausner ratio are essential tests for assessing the flow and packing characteristics of powders

Explain the purpose of these tests and the method for performing them

Hausner Ratio:

  • This test provides a ratio that helps assess the flow characteristics of a powder.

  • A lower Hausner Ratio (close to 1.0) = better flowability

  • A higher Hausner Ratio (above 1.25) = poorer flow and higher cohesiveness

Carr's (Compressibility) Index

  • This test measures the powder's ability to reduce in volume when tapped, giving an indication of both flowability and compressibility

  • A lower Carr's Index (below 15%) suggests good flowability

  • A higher Carr’s index (above 25%) indicates poor flow and high compressibility, often signalling cohesiveness or the potential for clumping

Method:

  1. Weigh a known quantity of powder (e.g., 30 g) and place it in a graduated cylinder or a specific measuring container

  2. Calculate the bulk density of the powder: weight of powder / bulk volume

  3. Using a tap density apparatus, tap the cylinder containing the powder a specified number of times (usually 100-500 taps, depending on the procedure).

  4. Measure the new volume of the powder after tapping (tapped volume)

  5. Calculate the tapped density: weight of powder / tapped volume

  6. Calculate the Hausner Ratio: tapped density / bulk density

  7. Calculate the Carr’s Index = (tapped density - bulk density) / tapped density x 100

6
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A 30 g powder sample was placed in a tap density apparatus, with a bulk volume of 79 mL and a tapped volume of 62 mL. Calculate the bulk density, tapped density, compressibility index, and Hausner ratio, and provide an interpretation of the results

  • Bulk Density: 0.38 g/mL

  • Tapped Density: 0.48 g/mL

  • Compressibility Index: 20.83% = moderate flowability

  • Hausner Ratio: 1.26 = moderate flowability

These results suggest that while the powder has acceptable flow properties, it may benefit from additional flow aids to achieve more consistent and efficient processing, particularly if uniformity in capsule or tablet filling is critical

<ul><li><p><span><span>Bulk Density: 0.38 g/mL</span></span></p></li><li><p><span><span>Tapped Density: 0.48 g/mL</span></span></p></li><li><p><span><span>Compressibility Index: 20.83% = </span><strong><span>moderate flowability</span></strong></span></p></li><li><p><span><span>Hausner Ratio: 1.26 = </span><strong><span>moderate flowability</span></strong></span></p></li></ul><p></p><p><span><span>These results suggest that while the powder has acceptable flow properties, it </span><mark data-color="green" style="background-color: green; color: inherit;"><span>may benefit from additional flow aids</span></mark><span> to achieve more </span><mark data-color="green" style="background-color: green; color: inherit;"><span>consistent and efficient processing</span></mark><span>, particularly if </span><u><span>uniformity</span></u><span> in capsule or tablet filling is critical</span></span></p>
7
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Which excipients can be added to enhance the flowability of the powder?

  • Glidants

  • Lubricants

8
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Why is it essential to ensure that tablets comply with weight uniformity specifications?

To ensure that all tablets of a batch have the same weight (within limits):

  • To ensure that the tablets all contain the same amount of drug

  • To ensure that the patient gets a reproducible dose of drug

9
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Describe the method for performing tablets weight uniformity test

  1. Weigh individually 20 tablets from the same batch

  2. Calculate mean weight

  3. Batch passes if it complies with the following specification:

<ol><li><p><span><span>Weigh individually 20 tablets from the same batch</span></span></p></li><li><p><span><span>Calculate mean weight</span></span></p></li><li><p><span><span>Batch passes if it complies with the following specification:</span></span></p></li></ol><p></p>
10
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<p><span><span>Describe the tablets weight uniformity test and comment on the weight uniformity of this batch of tablets (pass/fail)</span></span></p>

Describe the tablets weight uniformity test and comment on the weight uniformity of this batch of tablets (pass/fail)

Mean = 399.4 mg

Mean ± 5% = 379.4mg to 419.4mg

Mean ± 10% = 359.5mg to 439.4mg

  • 1 tablet outside mean±5% (from the table 375.6)

  • None outside mean±10%

  • So the batch passes the weight uniformity test

11
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Describe the method for performing capsules weight uniformity test

  • Weigh an intact capsule

  • Empty contents completely

  • Calculate weight of contents by difference

  • Repeat 19 times

  • Calculate mean weight

12
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<p><span><span>Describe the capsules weight uniformity test and comment on the weight uniformity of this batch of tablets (pass/fail)</span></span></p>

Describe the capsules weight uniformity test and comment on the weight uniformity of this batch of tablets (pass/fail)

Mean = 399.4 mg

Mean±7.5%: 369.4mg to 429.4mg

Mean±15%: 339.5mg to 459.3mg

  • Capsules are all within the limits, so the batch passes the weight uniformity test

<p><span><span>Mean = 399.4 mg</span></span></p><p><span><span>Mean±7.5%: 369.4mg to 429.4mg</span></span></p><p><span><span>Mean±15%: 339.5mg to 459.3mg</span></span></p><ul><li><p><span><span>Capsules are all within the limits, so the </span><strong><span>batch passes the weight uniformity test</span></strong></span></p></li></ul><p></p>
13
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Friability test was done on a batch of the tablets. The initial weight of the tablets was 7.09 g, and after the test, the weight of the tablets was found to be 7.05 g. What is the purpose of performing a friability test?

  • To assess the durability and mechanical strength of tablets

  • It measures the tendency of tablets to break, chip, or crumble under normal handling and transportation conditions

14
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Describe the method for performing a friability test

  1. Weigh a number of tablets (up to 6.5 g).

  2. lace tablets in a drum and rotate for 100 revolutions

  3. Weigh tablets and calculate weight loss

BP specification:

  • ≤1 % weight loss

  • However, in development 0.2 % weight loss is used as the limit

15
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Friability test was done on a batch of the tablets. The initial weight of the tablets was 7.09 g, and after the test, the weight of the tablets was found to be 7.05 g.

What can be concluded about the friability of these tablets according to the given data?

  • The friability of the tablets is 0.56%, which is below the BP limit of 1%

  • This indicates that the tablets have good mechanical strength and can withstand handling without excessive breakage or crumbling.

<ul><li><p><span><span>The friability of the tablets is 0.56%, which is below the BP limit of 1%</span></span></p></li><li><p>This indicates that the tablets have <strong>good mechanical strength </strong>and <strong>can withstand handling </strong>without excessive breakage or crumbling.</p></li></ul><p></p>
16
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What is the purpose of performing a hardness test?

  • To ensure that the tablet can withstand handling

  • To ensure that the disintegration time and dissolution profile remain within specifications (hardness can lead to slower disintegration and dissolution)

  • Testing "crushing strength"

  • Hardness is correlated with compaction pressure

  • Used as an in-process test during compression

17
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Describe the method for performing a hardness test

  • Select a representative sample of tablets from the batch to be tested. Typically, 10 tablets are tested to ensure uniformity

  • Use the hardness tester to measure the hardness of the tablets

  • Calculate the average hardness of the tablets

18
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<p><span><span>Given that the acceptable range for tablet hardness is 4 N to 12 N for uncoated tablets. What can be concluded about this batch of tablets?</span></span></p>

Given that the acceptable range for tablet hardness is 4 N to 12 N for uncoated tablets. What can be concluded about this batch of tablets?

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19
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What is the purpose of performing a thickness uniformity test?

  • Tablet packaging: Uniform thickness ensures that tablets fit properly into blister packs, bottles, or other packaging systems

  • Mechanical strength: uniform hardness and structural integrity, reducing the risk of tablets, breaking or chipping

  • Uniform dosage: ensures that the amount of active ingredient in each tablet is uniform

20
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Describe the method for performing a thickness uniformity test

  1. Select a representative sample of tablets from the batch to be tested. Typically, 10 tablets are tested to ensure uniformity.

  2. Use the caliper/hardness tester to measure the thickness of the tablets

  3. Calculate the average thickness of the tablets

21
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<p><span><span>What can be concluded about this batch of tablets?</span></span></p>

What can be concluded about this batch of tablets?

  • The general requirement for uniformity of thickness in tablets is usually within ±5% of the average thickness of the sample.

  • Average thickness = 3.72 mm

  • SD = 0.02

  • RSD = SD/mean x 100 = 0.6%

  • RSD < 5% so the tablets have acceptable thickness uniformity