In Silico Studies to Support Vaccine Development
Abstract
:1. Introduction
2. Materials and Methods
3. Results
Results from Phase 1 (Literature Review and Screening)
4. Discussion
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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Construct | Strings | No. of Articles Identified | ||
---|---|---|---|---|
Web of Science | vaccin* (All fields) | AND | “Physiological based pharmacokinetic” (All fields) | 1 |
vaccin* (All fields) | AND | “pbpk” (All fields) | 18 | |
vaccin* (All fields) | AND | “Population Pharmacokinetics” (All fields) | 50 | |
vaccin* (All fields) | AND | “poppk” (All fields) | 2 | |
vaccin* (All fields) | AND | “in silico trial*” (All fields) | 18 | |
Total articles | 89 | |||
PubMed | vaccin* (All fields) | AND | “Physiological based pharmacokinetic” (All fields) | 1 |
vaccin* (All fields) | AND | “pbpk” (All fields) | 14 | |
vaccin* (All fields) | AND | “Population Pharmacokinetics” (All fields) | 15 | |
vaccin* (All fields) | AND | “poppk” (All fields) | 2 | |
vaccin* (All fields) | AND | “in silico trial*” (All fields) | 13 | |
Total articles | 45 |
Reason 1 | Models for vaccines not in scope |
Reason 2 | In silico approaches related to vaccines not in scope |
Reason 3 | Review articles instead of vaccine model preparation |
Product in Scope | Type of Model | Aim of Model | Comments | Software | Authors; Year |
---|---|---|---|---|---|
Formaldehyde-containing vaccines | PBPK | To assess the safety of residual formaldehyde in infant vaccines. | This model was used to predict formaldehyde disposition after an intramuscular injection. | CMATRIX | Robert J. Mitkus Maureen A.Hess Sorell L. Schwartz; 2013 [13] |
Squalene-containing adjuvant vaccines | PBPK | To provide an estimation, quantitatively, of the squalene distribution in tissue following intramuscular injection. | This model was used to predict distribution after following intramuscular injection in humans. | Vensim PLE Plus (Ventana Systems, Inc., Harvard, MA, USA) | Million A. Tegenge Robert J. Mitkus; 2013 [14] |
Nicotine vaccines | PBPK | To simulate and evaluate the efficacy of a nicotine vaccine. | The aim of the model is to predict the role of anti-nicotine antibodies on the nicotine disposition brain of humans and rats. | SimBiology | Kyle Saylor Chenming Zhang; 2016 [15] |
α-tocopherol in emulsified-influenza vaccine adjuvant | PBPK | This model has two main goals. First, it is a PBPK model that will assess the in vivo fate of novel vaccine adjuvants; Secondly, it will predict the distribution of α-tocopherol in humans after a single dose of squalene-containing adjuvant vaccine | The aim of this model is to predict in vivo fate of α-tocopherol in adjuvanted influenza vaccine in humans after an intramuscular injection. | Vensim Professional® (Ventana Systems, Inc., Harvard, MA, USA) | Million A.Tegenge Robert J. Mitkus; 2015 [16] |
Cationic liposomal subunit antigen vaccine | PBPK | To predict human exposure to a cationic liposomal subunit antigen vaccine system. | The aim of the model is to predict the in-vivo fate of dimethyldioctadecylammonium bromide (DDA) and the immunostimulatory agent trehalose 6,6-dibehenate (TDB) (8:1 molar ratio) combined with the Ag85B-ESAT-6 (H1) in humans. Additionally, it aims to demonstrate what is the consequence of the formulation degradation and fraction escaping the depot site and what are the depot’s effects on the site of administration. | MATLAB (The MathWorks Inc., Natick, MA, USA, 2015) | Raj K. S. Badhan Swapnil Khadke Yvonne Perrie; 2017 [17] |
Cancer vaccine | PBPK | To represent the distribution of certain molecules eluted through a 3D-printed implantable system named ‘NICHE’ | The NICHE platform aims to study immunomodulation for cell therapeutics and cancer vaccines. It is a two-compartment model composed of a vascularized tissue reservoir and a surrounding refillable drug reservoir. The PBPK model was able to recapitulate the biodistribution of the molecules in scope, and together with NICH, they represent a flexible, adaptable platform to investigate local immunomodulation for biomedical applications. | Simbiology (MATLAB 2021b, Mathworks) | Simone Capuani et al.; 2022 [18] |
Immune vaccines | PBPK through ordinary differential equations (ODEs) | To simulate and predict the distribution of different therapeutic agents and interactions with the immune system and its redistribution across lymphoid compartments. Furthermore, it allows the study of the infiltration into tumor tissues. | The aim of the model is to study the biodistribution of therapeutic agents and cells in blood and lymphatics, representing a PBPK novel model with tumor compartment properties enabling the study of key biological factors in the field. | Mathematical modeling | Javier Ruiz-Ramírez et al.; 2020 [19] |
RUTI® vaccine against tuberculosis | Agent-based model (ABM) | To predict the artificial immunity induced by RUTI® vaccines using UISS. | The aim of the model is to predict the immune system’s complex dynamics by simulating mechanisms related to the infection and predicting how therapeutic strategies could face the infection. | Universal Immune System Simulator (UISS) | Marzio Pennisi et al.; 2019 [20] |
Agent-based model (ABM) | To assess and simulate the response of the combination of a standard anti-TB therapy strategy with a potential therapeutic vaccine, such as RUTI. | The model simulates the disease activities and their interaction within the immune system. Additionally, it allows the prediction of the efficacy of the combination of isoniazid and RUTI vaccine in a certain digital population cohort. | Universal Immune System Simulator (UISS) | Giulia Russo et al.; 2020 [21] | |
Specific tuberculosis vaccines: RUTI and ID93/GLA-SE | Agent-Based Model (ABM) | This is an EU—funded STriTuVaD project computational platform. It allows the prediction of immunity provided by RUTI and ID93/GLA-SE. | A multi-scale (cellular and molecular level), multi-compartment, polyclonal agent-based simulator that predicts the ability to predict the immunity induced by RUTI and ID93/GLA-SE (both tuberculosis vaccines). | Universal Immune System Simulator (UISS) | Giulia Russo et al.; 2019 [22] |
COVID-19 candidate vaccines | Agent-based model (ABM) | This model aids the testing and designing of therapeutics against SARS-CoV-2. Its intention is to allow a boost in vaccine development to predict any failures and minimize side effects. | A model to predict the efficacy of therapy against COVID-19. | Universal Immune System Simulator (UISS) | Giulia Russo et al.; 2020 [23] |
Yellow fever vaccine | Ordinary differential equations (ODE) | These mathematical models allow the study of primary and secondary responses to the yellow fever virus. | A model integrated by ordinary differential equations, which aim is to study responses to the yellow fever virus in five populations: yellow fever virus, three types of B cells (naive, active, and memory), and antibodies. | Mathematical models | Larissa de L. e Silva et al.; 2020 [24] |
Squalene-containing emulsion vaccine adjuvants | PopPK | Estimating PK parameters are important to the study of squalene properties after intramuscular administration of influenza vaccines. | The aim of the study is to simulate PK parameters that are properties after intramuscular injection. Results aim to contribute to the knowledge of an informed benefit-risk assessment of a vaccine containing squalene as an adjuvant. | NONMEM® 7.3, Hanover, MD | Million A.Tegenge et al.; 2016 [25] |
HIV vaccine | PopPK | To demonstrate the pharmacokinetics properties and predict HIV-1 neutralization. | This model aims to assess and predict VRC01 serum concentration and serum neutralization titer to panels of HIV-1 isolates in order to validate a potential biomarker to support an HIV vaccine development. | NONMEM software system (version 7·4, ICON Development Solutions). | Yunda Huang et al.; 2021 [26] |
HIV vaccine | PopPK | This model supports the estimation of individual-specific VRC01 concentrations as correlates of protection (CoP). It assesses the association between the value of VRC01 concentration and the instantaneous rate of HIV infection. | To simulate population characteristics and study visits data, R version 3.5.1 R Core Team (2016) was used. With the NONMEM software system (Version 7.4, ICON Development Solutions), it was possible to model concentration data. | R version 3.5.1 R Core Team (2016) NONMEM software system (Version 7.4, ICON Development Solutions) | Lily Zhang et al.; 2021 [27] |
Cancer vaccines | In silico model population (MP) | This model will support the prediction of clinical outcomes for cancer vaccines. | With the in silico modeling, it was possible to predict the frequency of vaccine-specific HLA-binding epitopes in order to calculate the immune response rate (IRR) for the model population. | Immune Epitope Database (IEDB) | Orsolya Lőrincz et al.; 2021 [28] |
Designing therapeutics for vaccines | Agent-based model (ABM) | To provide a description of the cellular behavior of the immune system and dynamics. | These three model pieces are linked to cross-information in all scales. It is a mathematical and also multi-scale model (including both cellular- and molecular-level events). | ABM is constructed using the C++ programming language, Boost libraries (distributed under the Boost Software License: http://www.boost.org), and the Qt framework for visualization (distributed under GPL: http://www.qt.digia.com). T; Simulations performed on Nyx/Flux computing cluster available at the Center for Advanced Computing at the University of Michigan | Jennifer J. Linderman, Nicholas A. Cilfone, Elsje Pienaar, Chang Gong, Denise E. Kirschner; 2015 [29] |
Ordinary differential equations (ODEs) | To record events related to receptor–ligand binding, trafficking, and intracellular signaling. | ||||
Relevant partial differential equations | To describe the diffusion of certain ligands, cytokines, and other components. | ||||
Recombinant multi-epitope vaccine against influenza A virus | Computational vaccine design | Retrieving influenza protein sequences and multiple alignments | The NCBI database and Jalview software were used to expose the amino acid sequences and to perform the multiple alignments, respectively. | NCBI database and Jalview software | Avisa Malek et al.; 2021 [30] |
B-cell epitopes prediction | This is an important step in synthetic peptide vaccine development. These epitopes should be capable of evoking antibodies in order to neutralize the pathogen. | SVMTriP IEDB Analysis | |||
CTL epitopes prediction | NetCTL 1.2 server was used to identify MHC class I epitopes. | NetCTL 1.2 server | |||
CD4 T-cell epitopes prediction | NetMHCIIpan 4.0 was used to identify MHC class 2 epitopes. | NetMHCIIpan–4.0 | |||
Antigenicity and allergenicity prediction of CTL, CD4 T-cell, and B-cell epitopes | In order to verify the antigenicity of the peptides, the VaxiJen v2.0 was used. In parallel, to evaluate their allergenicity, the software AllerTOP v2.0 was used. The toxicity of peptides was assessed with ToxinPred. | VaxiJen v2.0 AllerTOP v2.0 TxinPred | |||
Human population coverage analysis | To verify and assess human population coverage, IEDB was used. | IEDB | |||
Recombinant multi-epitope vaccine | Analyses were made of three vaccine adjuvants in order to select the candidate for the final vaccine formulation. | BCEPS web server | |||
Evaluation of physicochemical properties and solubility | To reveal the physicochemical properties of the vaccine, ProtParam was used. The solubility was assessed with the Protein-sol server. | ProtParam Protein-sol server | |||
Secondary structure prediction of the recombinant vaccine | The secondary structure of the final formulation and its properties was predicted with the RaptorX Property web server. | PSIPRED 4.0 web server RaptorX Property web server | |||
Codon adaption and in silico cloning of the recombinant vaccine | Reverse translation and codon optimization for candidates were conducted with JAVA Codon Adaptation Tool (JCat). | JAVA Codon Adaptation Tool (JCat) | |||
Agent-based model (ABM) | In silico trial simulation of the immune system | Immune response and immunogenicity were assessed with UISS. | Universal Immune System Simulator (UISS) |
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Saldanha, L.; Langel, Ü.; Vale, N. In Silico Studies to Support Vaccine Development. Pharmaceutics 2023, 15, 654. https://doi.org/10.3390/pharmaceutics15020654
Saldanha L, Langel Ü, Vale N. In Silico Studies to Support Vaccine Development. Pharmaceutics. 2023; 15(2):654. https://doi.org/10.3390/pharmaceutics15020654
Chicago/Turabian StyleSaldanha, Leonor, Ülo Langel, and Nuno Vale. 2023. "In Silico Studies to Support Vaccine Development" Pharmaceutics 15, no. 2: 654. https://doi.org/10.3390/pharmaceutics15020654