To increase manufacturing flexibility and system understanding in pharmaceutical development, the FDA launched the quality by design (QbD) initiative. Within QbD, the design space is the multidimensional region (of the input variables and process parameters) where product quality is assured. Given the high cost of extensive experimentation, there is a need for computational methods to estimate the probabilistic design space that considers interactions between critical process parameters and critical quality attributes, as well as model uncertainty. In this paper we propose two algorithms that extend the flexibility test and flexibility index formulations to replace simulation-based analysis and identify the probabilistic design space more efficiently. The effectiveness and computational efficiency of these approaches is shown on a small example and an industrial case study.
Due to their high spatial resolution and precise application of force, optical traps are widely used to study the mechanics of biomolecules and biopolymers at the single‐molecule level. Recently, core–shell particles with optical properties that enhance their trapping ability represent promising candidates for high‐force experiments. To fully harness their properties, methods for functionalizing these particles with biocompatible handles are required. Here, a straightforward synthesis is provided for producing functional titania core–shell microparticles with proteins and nucleic acids by adding a silane–thiol chemical group to the shell surface. These particles display higher trap stiffness compared to conventional plastic beads featured in optical tweezers experiments. These core–shell microparticles are also utilized in biophysical assays such as amyloid fiber pulling and actin rupturing to demonstrate their high‐force applications. It is anticipated that the functionalized core–shells can be used to probe the mechanics of stable proteins structures that are inaccessible using current trapping techniques.
The problem of performing model-based process design
and optimization
in the pharmaceutical industry is an important and challenging one
both computationally and in the choice of solution implementation.
In this work, a framework is presented to directly utilize a process
simulator via callbacks during derivative-based optimization. The
framework allows users with little experience in translating mechanistic
ordinary differential equations and partial differential equations
to robust and fully discretized algebraic formulations, required for
executing simultaneous equation-oriented optimization and to obtain
mathematically guaranteed optima at a competitive solution time when
compared with the existing derivative-free and derivative-based frameworks.
The effectiveness of the framework in the accuracy of the optimal
solution as well as the computational efficiency is analyzed in two
case studies: (i) an integrated 2-unit reaction synthesis train used
for the synthesis of an anti-cancer active pharmaceutical ingredient
and (ii) a more complex flowsheet representing a common synthesis–purification–isolation
train of a pharmaceutical manufacturing process.
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