MODELLING
Introduction to Dry Lab
Mathematical and molecular dynamic modellings are important for integrating biological data
and conducting confirmatory preexperiments. The modelling work of the dry lab can be categorized into four
parts:
1.Modelling of ion concentrations inside and outside the membrane
affecting
the binding efficiency of heavy metal ions
2.Modelling for functional validation of lead-binding protein PbRr
3.Modelling to verify the possibility of mutual cross-linking of OMVs
4.Modelling of E. coli growth curves and OMV concentrations
Parts of Modelling
Inside or outside?
After determining the general direction of the project, we wanted to determine whether
heavy-metal binding proteins should be expressed on the outer side of the bacterial outer membrane or in the
gap between the inner and outer membranes, so we modeled the process of transmembrane transport and binding
of ions inside and outside the vesicle.
We used python to simulate the process of transmembrane transport and
binding of ions inside and outside the vesicle and calculated the ion concentration at each time step.
The volume of the vesicles and the initial concentration of heavy metal ions were
defined. The initial number and concentration of ions inside and outside the membrane were calculated
based on a given initial concentration and volume.
Next, the code defines the rates of transport and binding across the
membrane of ions1,2. At each time step, it updates the number and concentration of ions based
on the
transport and binding rates. It then adds ion concentrations to the list and outputs the intra-and
extra-membrane ion concentrations for each time step. (Fig. 1)
Fig. 1 The intra-and extra-membrane ion concentrations for each time step.
Then We used Comsol to graphically simulate the above simulation process, which takes into account transmembrane transport, but does not consider the binding process, and more intuitively simulates the changes in ion concentration inside and outside the vesicle. (Fig. 2)
Fig. 2 Graphical simulation of heavy metal ion concentrations inside and outside the membrane.
It can be seen that the concentration outside the membrane is always higher than the concentration inside the membrane, and the concentration inside the membrane gradually increases over time, but it is always below the concentration outside the membrane. It is not difficult to imagine that the same heavy metal ion-binding protein works more efficiently at higher ion concentrations. Therefore we decided to express the heavy metal ion-binding protein on the outer surface of the outer membrane.
Lead-binding protein
In early September, during a discussion with colleagues from the SJTU-software, we mentioned
that we had designed a ClyA-PbRr protein for capturing Pb2+ in solution and wanted to simulate how this
protein binds to lead ions. Consequently, they proposed to assist in modeling and analyzing the interaction
between this protein and metal ions. After receiving the protein structure predicted by AlphaFold2 and its
corresponding sequence from the modeling group, they initially used BLAST for sequence alignment and
successfully identified a rich set of homologous sequences. BLAST results showed that the lead ion-binding
functional domain of ClyA-PbRr is nearly identical in sequence to that of a Cd(II)/Pb(II)-responsive
transcriptional regulator (NCBI Reference Sequence: WP_000405672.1).
After reviewing literature related to this protein, they hypothesized that
the mechanism by which PbRr protein binds to lead ions involves the lead ions being positioned within three
parallel alpha helices, with the protein effectively clamping onto the ions3.
Subsequently, they examined the structure of ClyA-PbRr using PyMol and
confirmed the presence of two regions with three alpha helices within the PbRr domain. They then inserted
lead ions into these two regions and performed energy minimization optimization and molecular dynamics
simulations using AMBER18. The simulation results indicated that the three-helix structure closer to the
middle of the ClyA domain could stably accommodate lead ions, while the three helices closer to the end of
the domain could not maintain stable positions for the lead ions during the simulation. By zooming in on the
middle three-helix region, they identified residue side chains that could potentially interact with the lead
ions during the simulation. (Video. 1)
As a result, through dynamic simulations, we obtained a stable structure of ClyA-PbRr bound to lead ions and partially elucidated the mechanism by which it binds to lead ions(Fig. 3). Based on this mechanism, we believe that the PbRr domain can also capture heavy metal ions of a similar size, such as Cd2+.
OMV cross-linking
The Tag and Catcherd structures of docking proteins were predicted using the latest
Alpahfold2, and we selected the result with the highest score as our predicted protein structure as follows.
(Fig. 3 A,B)
Then we used the HADDOCK tool to model the protein docking, and the model
with the highest score was selected as our docking model through iteration and clustering. The model results
showed that our model had lower electrostatic potential energy in the docking region and better binding
ability between proteins4,5. (Video 2, Fig. 3 C,D)
Fig. 3 Structural model of cross-linked proteins.
The results show that SpyTag and SpyCatcher can interact with each other, which indicates that our idea of expressing these two proteins on the surface of OMV to achieve OMV cross-linking is established.
Growth curves and OMV concentrations
In order to determine the replacement frequency of the bacterial agent when our product is
put into use, we experimentally measured the OD600 value of the bacterial solution6 and OMV
concentration
at each time point7, and plotted the growth curve and the OMV concentration changing curve with
time.
We measured the growth concentration of E. coli as a function of time as
shown below(Fig. 4):
Fig. 4 Growth concentration of E. coli.
The results of fitting CPH1 growth curve according to the Logistic model are as follows(Fig. 5):
Fig. 5 Growth curve of E. coli.
In addition, we measured and fitted the curve of OMV concentration in this strain over time, and the results are as follows(Fig. 6):
Fig. 6 OMV concentration changing curve with time
References
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