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      Multiphysics Simulation in Drug Development and Delivery

      editorial
      1 , , 2
      Pharmaceutical Research
      Springer US

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          Abstract

          Over the years, pharmaceutical research has made enormous contributions to human health care in preventing and treating diseases. In addition to the discovery of therapeutic compounds, it has also facilitated the development of various drug delivery systems and delivery methods. Despite these advances, the clinical efficacy remains to be improved, mainly due to the inherent physiological barriers and complex clinical situations. Disappointing success rates in drug development place high demands on bridging the gap between laboratory drug design and clinical practice to achieve precise, effective treatments. In recent years, multiphysics simulation as an emerging technology has revolutionised drug development and delivery remarkably. Numerous models ranging from the macroscale to molecular scale have been applied to describe human in vivo environments and predict drug behaviours. According to the specific process, these models are established based on different principles, such as pharmacokinetics, pharmacodynamics, fluid mechanics, tissue mechanics, mass transport, bioheat transfer and biochemical reaction. This enables multiphysics simulation to integrate information from different stages of drug development, examine multiple interlinked delivery processes, and identify opportunities to maximise delivery outcomes and treatment effectiveness. Multiphysics simulation can not only reveal the mechanisms of drug delivery, but also provide a reference for formulating drug development guidelines. Highlights of the Special Issue This special issue is commissioned to capture the state-of-art research efforts on multiphysics simulation in the areas of drug development and drug delivery, and to show their potential impacts on clinical care. It is composed of two expert reviews and ten original research articles. Han and Ozcelikkale et al. [1] thoroughly reviewed the current efforts to model drug transport phenomena across scales and provided a critical analysis of remaining challenges. Focusing on drug delivery to the eye, Bhandari [2] contributed a comprehensive update on the modelling approaches for understanding fluid flow and mass transport in different ocular domains. The contributions of modelling studies to the existing treatments were also covered. Li and Stinchcomb et al. [3] combined experiments and bottom-up simulations to explore how formulation factors determine drug transport kinetics across skin layers. Their study demonstrated the dominant role of diffusion, and more importantly, revealed its relationship with the water content and environmental temperature. Anissimov and co-workers [4] developed a microscale model to consider the superficial subpapillary dermal plexus and the effects of its size, depth, vessel density and blood flow on drug concentration. Model validation studies further denoted the superiority of this model in terms of predictive accuracy compared to previous ones. Wang’s team [5] optimised salt compositions in methyl cellulose hydrogels for burn wound dressings. They employed a computational fluid dynamics model to examine the correlations between the structure of the printed hydrogel and the printing parameters. McGinty et al. [6] quantified the influence of fluid flow on the drug release rate of drug-filled implants with different release strategies (a porous pin with pores in μm and a pin drilled with orifices in mm), and for each strategy a suitable release model was identified. Xu and co-workers [7] tested the targeted thrombolysis using activated tissue plasminogen nanovesicle (tPA-NV) under 16 therapeutic scenarios. Their study showed that tPA-NV was superior to conventional therapy in reducing the dose, rapidly recanalizing the lumen, and reducing the risk of bleeding complications. In this recent work by Wang et al. [8], a mechanistic model was set up and extrapolated to the human scale to evaluate the potential of miRNA-22 nanotherapy in the treatment of triple-negative breast cancer (TNBC). Their studies showed the importance of combining with immune checkpoint inhibitors and elucidated the drug synergy between miRNA-22 and the current course of TNBC treatment. Soltani et al. [9] drew their expertise in predicting the response of thermosensitive liposome-mediated drug delivery to magneto-hyperthermia duration. Their study suggested that optimal delivery results could be achieved when heating started after bolus injection until the drug concentration reached its peak in the tumour extracellular space. Yuan and Dini et al. [10] established a particle tracking model to capture the trajectories of nanoparticles in the brain white matter. Their study showed that zeta potential rather than nanoparticle size played a more important role in determining the particle diffusivity, whereas this importance was less pronounced when the value was less negative than -10 mV. Zhan and co-worker [11] investigated the impact of tumour tissue permeability on convection-enhanced delivery based on a 3D realistic brain tumour model. The hydraulic environment was more friendly for drug transport in permeable tumours. Tissue permeability and blood pressure were more critical for delivery outcomes than brain ventricular permeability. Perivilli and colleagues [12] conducted a design of experiments-analysis to evaluate the individual and cross-influence of multiple factors on the hydrodynamics in paddle apparatus. The impeller offset was found to be the dominating parameter that can affect overall fluid flow. In contrast, the rest parameters including the distance between vessel and impeller bottom surface, vessel dimension and impeller rotating speed had limited impact, which was mainly restricted at locations near the vessel wall. Remarks Multiphysics simulation has been widely applied in drug development and drug delivery. In addition to the applications discussed in this collection, it has shed light on a variety of delivery means and disease treatments, drug formulation design, and drug fabrication and testing. As an open platform, a mathematical model allows being tailored to couple multiple physical, chemical and biological processes that are involved in a single drug delivery and/or development activity. This opens a cost-effective avenue for exploring the underlying mechanisms and enables utilising realistic patient information, which will facilitate the development of personalised, precise treatment. Models are developed at different scales. Dividing the entire biological system like the human body into multiple compartments, pharmacokinetics (PK) models can fast predict the time course of drug concentration and analyse the drug-drug interactions, drug-tissue interactions and drug exchange between compartments. The combination with pharmacodynamics (PD) models further enable describing the response of the studied system to drugs. Given these advantages, PK/PD models have been seen significant adoption to optimise dose and regimen [13], develop effective drugs [14], scale laboratory experiments to clinical trials [15], and explore and examine the physiological barriers in drug delivery [16], particularly the delivery to the central nervous system [17, 18]. Unlike PK/PD models, transport-based models are able to accommodate the realistic geometry of the entire tissue or tissue microstructure for outputting both the temporal drug concentration and spatial distribution. This feature makes the transport-based model suitable for considering the heterogeneous and/or anisotropic intra-tissue environments [19]. However, studies using these models usually concentrate on a single tissue, while the rest of the body would be ignored or simplified. A cross-scale model coupling the transport-based model with PK/PD model would help to overcome this limitation. Moreover, molecular dynamics is now attracting more attention in drug development. As an assumption-free approach, it provides an effective means to observe the interactions of drug molecules and biomolecules [20]. However, its computational domain and simulation time window are usually limited. Importantly, the predictive ability and application of the models must be validated in advance to ensure quality [21]. It is worth noting that as model complexity increases, the demand for computational power and time would raise dramatically, which would become a bottleneck of multiphysics simulation. Recent advances in machine learning [22, 23] could provide a potential solution for rapidly solving the governing equations, particularly the cross-linked partial differential equations. We expect that this collection will highlights recent progress in multiphysics simulation for a broad spectrum of applications in drug development and drug delivery, and accelerate the translations to pharmaceutical and clinical practice. Finally, we would like to thank all the authors, reviewers and journal editors for their invaluable efforts and support. Declaration The authors have declared that no competing interests exist.

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          Most cited references22

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          Hidden physics models: Machine learning of nonlinear partial differential equations

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            Pharmacokinetic/pharmacodynamic (PK/PD) indices of antibiotics predicted by a semimechanistic PKPD model: a step toward model-based dose optimization.

            A pharmacokinetic-pharmacodynamic (PKPD) model that characterizes the full time course of in vitro time-kill curve experiments of antibacterial drugs was here evaluated in its capacity to predict the previously determined PK/PD indices. Six drugs (benzylpenicillin, cefuroxime, erythromycin, gentamicin, moxifloxacin, and vancomycin), representing a broad selection of mechanisms of action and PK and PD characteristics, were investigated. For each drug, a dose fractionation study was simulated, using a wide range of total daily doses given as intermittent doses (dosing intervals of 4, 8, 12, or 24 h) or as a constant drug exposure. The time course of the drug concentration (PK model) as well as the bacterial response to drug exposure (in vitro PKPD model) was predicted. Nonlinear least-squares regression analyses determined the PK/PD index (the maximal unbound drug concentration [fC(max)]/MIC, the area under the unbound drug concentration-time curve [fAUC]/MIC, or the percentage of a 24-h time period that the unbound drug concentration exceeds the MIC [fT(>MIC)]) that was most predictive of the effect. The in silico predictions based on the in vitro PKPD model identified the previously determined PK/PD indices, with fT(>MIC) being the best predictor of the effect for β-lactams and fAUC/MIC being the best predictor for the four remaining evaluated drugs. The selection and magnitude of the PK/PD index were, however, shown to be sensitive to differences in PK in subpopulations, uncertainty in MICs, and investigated dosing intervals. In comparison with the use of the PK/PD indices, a model-based approach, where the full time course of effect can be predicted, has a lower sensitivity to study design and allows for PK differences in subpopulations to be considered directly. This study supports the use of PKPD models built from in vitro time-kill curves in the development of optimal dosing regimens for antibacterial drugs.
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              Machine learning for fast and reliable solution of time-dependent differential equations

                Author and article information

                Contributors
                w.zhan@abdn.ac.uk
                chewch@nus.edu.sg
                Journal
                Pharm Res
                Pharm Res
                Pharmaceutical Research
                Springer US (New York )
                0724-8741
                1573-904X
                7 July 2022
                7 July 2022
                2023
                : 40
                : 2
                : 611-613
                Affiliations
                [1 ]GRID grid.7107.1, ISNI 0000 0004 1936 7291, School of Engineering, , King’s College, University of Aberdeen, ; Aberdeen, AB24 3UE UK
                [2 ]GRID grid.4280.e, ISNI 0000 0001 2180 6431, Department of Chemical and Biomolecular Engineering, , National University of Singapore, ; 4 Engineering Drive 4, Singapore, 117585 Singapore
                Author information
                http://orcid.org/0000-0003-0268-5042
                Article
                3330
                10.1007/s11095-022-03330-x
                9944723
                35794396
                5506363a-f8bf-4a4c-8e57-80d61efc8b0f
                © The Author(s) 2022

                Open AccessThis article is licensed under a Creative Commons Attribution 4.0 International License, which permits use, sharing, adaptation, distribution and reproduction in any medium or format, as long as you give appropriate credit to the original author(s) and the source, provide a link to the Creative Commons licence, and indicate if changes were made. The images or other third party material in this article are included in the article's Creative Commons licence, unless indicated otherwise in a credit line to the material. If material is not included in the article's Creative Commons licence and your intended use is not permitted by statutory regulation or exceeds the permitted use, you will need to obtain permission directly from the copyright holder. To view a copy of this licence, visit http://creativecommons.org/licenses/by/4.0/.

                History
                : 29 June 2022
                : 30 June 2022
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                Editorial
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                © Springer Science+Business Media, LLC, part of Springer Nature 2023

                Pharmacology & Pharmaceutical medicine
                Pharmacology & Pharmaceutical medicine

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