Changelog¶
Version 2.0¶
New implementation of freezing model for a single container with spatial resolution (termed snowing). The model considers the gradients in temperature and in ice mass that form during freezing.
- Currently supported features of the new spatial model:
- Simulation of three different freezing process configuration:
Shelf-ramped freezing (commonly used in freeze-drying)
Vacuum-induced surface freezing (process variation where vacuum is applied to promote freezing through surface evaporation)
Jacket-ramped freezing (process variation where vial is surrounded by a temperature-controlled jacket
Simulation of different heat transfer boundary conditions (natural convection, conduction, thermal radiation, surface evaporation)
Simulation with different dimensionalities (0D, 1D, 2D)
Version 1.1¶
Support for 3D configurations, i.e. the arrangement of vials in three spatial dimensions. The package thus may be used to simulate the freezing of vials for storage in pallets, a common process in the manufacturing of biopharmaceuticals
- Enhancements:
Initial Temp of vials can now be set independently (used to be defined by operating condition)
Fixing a minor bug where freezing point depression was not considered
Implementation of second numerical approach to compute the initial amount of ice formed upon nucleation
Allow for cooling rate of 0
Additional warnings if holding and cooling times exceed the total time
Vial group ‘center’ is going to be deprecated in favor of ‘core’ (also: new type ‘side’ was added for 3D)
Other, minor bug fixes
Version 1.0¶
Implementation of freezing model for the freezing stage in freeze-drying of a batch of vials on a shelf in python
- Currently supported features:
Simulation of the freezing process, i.e. of thermal evolution and of ice formation, for a batch with arbitrary number of vials
Arbitrary cooling protocols (i.e., user may choose cooling rate, integrate holding steps and controlled nucleation)
Tracking of nucleation times, nucleation temperatures and solidification times for all vials
Stochastic nucleation in the form of a Monte Carlo approach as well as controlled nucleation in the form of forced initiation of nucleation at a certain point
Cubic geometry of vial and rectangular arrangement on the shelf