A computer simulation that crushes viral capsids has been developed by researchers.

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Understanding how these proteins come together to form viral capsids may help researchers to make similar nanocontainers for a variety of uses, including targeted drug delivery.
The study is published in the October issue of The European Physical Journal Special Topics.
"The concept of breaking something to see how it's made isn't new. It's what's being done at particle accelerators and in materials science labs worldwide - not to mention by toddlers who break their toys to see what's inside," said Deserno, a professor in the department of physics and member of the department's Biological Physics Initiative. "With a simulation we can build the virus, crush it and see what happens at a very high level of resolution."
Studying the self-assembly of viral capsids is difficult. Most viruses are too small - about 30 to 50 nanometers - and the capsid proteins come together too rapidly for their assembly to be seen using traditional microscopy. As an alternative, Deserno and colleagues thought that a better way to learn about capsid assembly might be to see what happens when an already formed capsid breaks apart.
To do this, Deserno and colleagues created a coarse-grained model of the Cowpea Chlorotic Mottle Virus (CCMV) capsid. In the simulation, they applied forces to the capsid and viewed how it responded to those forces. Their model is based on the MARTINI force field, a commonly used coarse-grained model, with an added stabilizing network within the individual proteins that compensated for the model's shortcomings in stabilizing a protein's folding geometry.
In the simulation, the researchers also found a likely explanation for a strange structural feature found in the CCMV capsid. At the center of the hexametric association site, the tail-ends of the six proteins come together and form a beta barrel. Beta barrels are coiled secondary protein structures. The researchers believe that they act to provide further late-stage stabilization to the weaker hexametric interfaces.
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