week 9 - virus structure Flashcards
viruses contain 3 major components
- Genome (nucleic acid)
- Viral capsid or core
- Viral envelope (and in some cases)
viral genomes do not contribute much to virus structure but can facilitate assembly of capsids
main building blocks of viral capsids (cores) and viral envelopes are:
Viral structural proteins
- To protect the genome by assembling a stable protein shell
- Specifically recognised and package the viral genome
- To facilitate the formation of viral enveloped from cellular sources
- All viruses no matter how complex or simple contain a…
capsid or core
most capsids are…
spherical or tubular
capsids and typically built of…
structural units comprised of subunits
Subunit = structural protein (can be 1 or multiple different proteins)
Low coding capacity drives simplicity of form and function
how to build a virus
protein subunits –> structural units –> structural units (more) —> capsid
more virus capsids are:
spherical (3-D spherical objects)
capsids
watson and crick propose:
virus cubic symmetry
There are 5 platonic solids
Each face is identical
The number of contacts for each face is equal
virus structure
caspar and klug 1950s
using X ray diffraction note that viruses have a 5-, 3-, 2-fold symmetry with 12 spikes
virus capsids are…
icosahedrons
only they have 12 vertices
ability to determine how many subunits a virus is composed of
- T = triangulation number (Caspar and Klung 1962)
- Assumption that simple capsids are built from many copies of 1 structural protein
- Assuming that each protein has the same type and number of contacts the maximum number of subunits is 60
- Derived by 5-fold symmetry at each of the 122 vertices
- Simple icosahedral virus is defined as T=1
- T=1 viruses are built from 60 subunits
- T number is the standard used to describe the structure of icosahedral virus
T1 viruses: roughly the same size?
- They are all roughly the same size: 60 subunits (cant be any bigger) imposes a size constraint
to build a bigger virus
- Can have multiple proteins in one structure
e.g.
T=1 x 5 (12 vertices) = 60 subunits
T=3 x5 = 15 (12 vertices) = 180 subunits
T=4 x 5 = 20 (12 vertices) = 240 subunits
Not changing no. of spike proteins but
Increasing no. of subunits
odd shaped viruses
- To obtain curvature cannot use these hex
- Pentagon to provide curvature
odd shaped viruses
examples:
HIV
influenza
poxviruses
giant viruses