Evaluating Product Thermal Stability by Temperature Cycling on a Rotational Rheometer

Introduction

Assessing the long term stability of a product - such as personal care and household products, foodstuffs and beverages, and paints, inks and coatings – can be both a tedious and time consuming process and must account for the environmental conditions that the product is likely to encounter during its lifetime. It’s not unusual for such products to be exposed to temperatures ranging from below freezing to as high as 50°C when being transported in trucks, and stored in warehouses. Under such conditions, products may deteriorate and become visually unacceptable and/or less effective. 

In order to determine the temperature stability of such products it is necessary to monitor the rheological behaviour of the product through a number of temperature cycles. This is best assessed by monitoring the Complex ModulusThe complex modulus consists of two components, the storage and the loss moduli. The storage modulus (or Young’s modulus) describes the stiffness and the loss modulus describes the damping (or viscoelastic) behavior of the corresponding sample using the method of Dynamic Mechanical Analysis (DMA). complex modulus (G*) as a function of temperature. A thermally stable system should show similar cycling behaviour since the microstructure should not have changed. For thermally unstable samples, temperature cycling will cause the Complex ModulusThe complex modulus consists of two components, the storage and the loss moduli. The storage modulus (or Young’s modulus) describes the stiffness and the loss modulus describes the damping (or viscoelastic) behavior of the corresponding sample using the method of Dynamic Mechanical Analysis (DMA). complex modulus to have a different temperature dependence on each thermal cycle. 

This application note shows methodology and data for Thermal StabilityA material is thermally stable if it does not decompose under the influence of temperature. One way to determine the thermal stability of a substance is to use a TGA (thermogravimetric analyzer). thermal stability for two skin cream product formulations.

Experimental

Results and Discussion

Plots of Complex ModulusThe complex modulus consists of two components, the storage and the loss moduli. The storage modulus (or Young’s modulus) describes the stiffness and the loss modulus describes the damping (or viscoelastic) behavior of the corresponding sample using the method of Dynamic Mechanical Analysis (DMA). complex modulus against temperature for two repeat thermal cycles are shown for sample A (see Figure 1) and sample B (see Figure 2). 

For sample A, the curves from both temperature cycles show good overlap, and this is confirmed from statistical analysis output in the rSpace software which shows that the repeat data for the second cycle is all within the ±5% tolerance limit set. On the basis of the set criteria, sample A is a thermally stable sample. For sample B however, there is clearly a difference in the data over the two temperature cycles, particularly on the ramp down section of the second thermal cycle where there is a significant increase in the Complex ModulusThe complex modulus consists of two components, the storage and the loss moduli. The storage modulus (or Young’s modulus) describes the stiffness and the loss modulus describes the damping (or viscoelastic) behavior of the corresponding sample using the method of Dynamic Mechanical Analysis (DMA). complex modulus. Applying the same curve statistics, the repeat data for sample B was outside the ±5% tolerance limit set. On the basis of the set criteria, sample B is a thermally unstable sample.

1) Complex modulus, G*, versus temperature for two repeat thermal cycles for sample A between 10°C and 50°C (red is cycle 1; blue is cycle 2)
2) Complex modulus, G*, versus temperature for two repeat thermal cycles for sample B between 10°C and 50°C (red is cycle 1; blue is cycle 2)

Conclusion

The testing of two skin cream samples has shown that it is possible to determine product Thermal StabilityA material is thermally stable if it does not decompose under the influence of temperature. One way to determine the thermal stability of a substance is to use a TGA (thermogravimetric analyzer). thermal stability by means of a temperature cycling tests at a single frequency. For the samples tested, sample A is thermally stable and will not degrade during transport and storage, while sample B is not thermally stable and is more likely to degrade during transport and storage due to temperature extremes.

Please note...

that a parallel plate geometry or a cylindrical geometry can also be used for this testing - with these geometries being preferred for dispersions and emulsions with large particle sizes. A sand blasted geometry should be considered if the material is likely to show wall slip effects.

Literature

  1. [1]
    Note: Also shown on the live display in rSpace software during the test is the phase angle – this parameter is not included in the analysis but it is useful for assessing changes in sample elasticity with temperature.
  2. [2]
    An Introduction to Rheology – Barnes
  3. [3]
    Viscoelastic Properties of Polymers – Ferry