| Literature DB >> 36016188 |
Muhammad Naveed1, Mohsin Sheraz1, Aatif Amin2, Muhammad Waseem1, Tariq Aziz3, Ayaz Ali Khan4, Mustajab Ghani5, Muhammad Shahzad5, Mashael W Alruways6, Anas S Dablool7, Ahmed M Elazzazy8, Abdulraheem Ali Almalki9, Abdulhakeem S Alamri9, Majid Alhomrani9.
Abstract
Providencia heimbachae, a Gram -ve, rod-shaped, and opportunistic bacteria isolated from the urine, feces, and skin of humans engage in a wide range of infectious diseases such as urinary tract infection (UTI), gastroenteritis, and bacteremia. This bacterium belongs to the Enterobacteriaceae family and can resist antibiotics known as multidrug-resistant (MDR), and as such can be life-threatening to humans. After retrieving the whole proteomic sequence of P. heimbachae ATCC 35613, a total of 6 non-homologous and pathogenic proteins were separated. These shortlisted proteins were further analyzed for epitope prediction and found to be highly non-toxic, non-allergenic, and antigenic. From these sequences, T-cell and B-cell (major histocompatibility complex class 1 and 2) epitopes were extracted that provided vaccine constructs, which were then analyzed for population coverage to find its reliability worldwide. The population coverage for MHC-1 and MHC-2 was 98.29% and 81.81%, respectively. Structural prediction was confirmed by validation through physiochemical molecular and immunological characteristics to design a stable and effective vaccine that could give positive results when injected into the body of the organism. Due to this approach, computational vaccines could be an effective alternative against pathogenic microbe since they cover a large population with positive results. In the end, the given findings may help the experimental vaccinologists to develop a very potent and effective peptide-based vaccine.Entities:
Keywords: MHC-I; antibiotic-resistance; gram-negative; immune-informatics; in-vitro testing; whole proteome
Year: 2022 PMID: 36016188 PMCID: PMC9413917 DOI: 10.3390/vaccines10081300
Source DB: PubMed Journal: Vaccines (Basel) ISSN: 2076-393X
Figure 1Stepwise representation of the complete method followed in this study. This method starts with proteomic sequence retrieval and finishes with peptide-based vaccine, followed by epitope prediction, secondary and tertiary structure prediction, refining molecular docking, and immune stimulation.
Physiochemical analysis for multiple epitope vaccine construct (MEVC).
| Property | Measurement | Indication |
|---|---|---|
| Total Number of Amino Acid | 578 | Appropriate |
| Molecular Weight | 62067.34 | Appropriate |
| Formula | C2761H4383N791O826S6 | - |
| Theoretical pI | 10.07 | Basic |
| Total number of positively charged residues (Arg + Lys) | 81 | - |
| Total number of negatively charged residues (Asp + Glu) | 35 | - |
| Total Number of Atoms | 8767 | - |
| Instability index (II) | 18.21 | Stable |
| Aliphatic Index | 68.58 | Thermostable |
| Grand Average of Hydropathicity (GRAVY) | −0.558 | Hydrophilic |
| Antigenicity VaxiJen | 1.05 | Antigenic |
| Allergenicity | Non-Allergen | Non-allergenic |
| Toxicity | Non-toxic | Non-toxic |
Figure 2The vaccine construct, with linkers EAAAK in between the B-cell epitopes, GPGPG in between the MHC-I epitopes, AAY in between the MHC-II epitopes, and 6x His tag in the end.
Figure 3Structure prediction of the vaccine; (a) PSI-PRED predicted the 2D structure of the vaccine; (b) 3D structure predicted by Alpha fold Colab; (c) Z graph generated from ProSA web server; (d) Ramachandran’s plot describes the validity of vaccines through PROCHECK. The letters A and a represent right-handed alpha-helices (with A representing the region that has the most probability of being an alpha-helix and, a representing region with lesser probability and ~a with the least probability. The same goes for B, where B represents the region for B-sheets. L stands for left-handed alpha-helices with the probability decreasing from L to l. lastly ‘P’ represents the outlier region.
Figure 4Molecular docking; (a) docking of vaccine constructs with TLR3; (b) docking vaccine construct of TLR4. The varying colors represents different chains of the interacting molecules.
Figure 5Representation of simulation; (a) After an antigen injection, the B cell population grows; (b) B cell population per state; (c) T helper cell population per state; (d) Immunoglobulin or antibody production after antigen injection; (e) T helper cell population after antigen injection; (f) T helper cell population in a cell in mass cell ratio with its percentage coverage; (g) T cell population after antigen interaction; (h) Natural killer cells population after antigenic vaccine interaction; (i) The population of dendritic cells as per state; (j) Population coverage of T cell as per state; (k) Population coverage of MA as per state; (l) The population of eosinophils per state after antigen injection.