viral capsid structures Flashcards

1
Q

What is the function of capsids?

A

protect against physical, chemical and enzymatic damages

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2
Q

Why are only a few or one protein subunits for the capsid encoded in the genome?

A

economy rules –> small particle size and thus small genome size since a nucleic acid can never encode for a single capsid protein that is bigh enough to enclose and protect the whole genome

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3
Q

what is the simplest way of capsid formation?

A

one type of protomer

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4
Q

what shape do capsids have?

A

rod shaped or roughly spherical

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5
Q

describe the symmetry of tobacco mosaic virus

A

helical symmetry –> made up by 2,200 protein subunits (jelly roll)

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6
Q

what is the simplest way to arrange multiple, identical protein subunits? by what is the form defined?

A

rotationnal symmetry (helix) -> definded by amplitude and pitch

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7
Q

How can the pitch be calculated?

A

P = µ * p
with: µ= number of subunits per turn
and p= axial rise per supunit

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8
Q

describe the capsid form which many bacteriophages have and what the major coat protein is

A

helical capsids –> rod shape

g8p is major coat protein

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9
Q

which forms do mature and immature viruses have?

A

mature: icosahedron
immature: dodecahedron

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10
Q

Why must capsid protein subunits recognize each other with precision (specificity)?

A

because virus particles assemble spontaneously from individual components

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11
Q

Why are icosa- and dodecahadron the optimal form?

A

allow a maximum numver of identical object to form a closed symmetrical shell

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12
Q

how is an icosahedron built?

A

is built from 20 identical equilateral triangles–> triangular tiles are arranged side by side to that they can enclose the volume inside the icosahedron

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13
Q

Name the numbers of vertices, faces (tiles) and edges and their rotation axis of an icosahedron

A
  • 12 vertices with 5 fold rotation axis
  • 20 tiles each with 3 fold rotation axis
  • 30 edges each with a 2 fold rotation axis

–> remember 60

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14
Q

Which symmetry do tiles of icosahedroins have? what is the derived minimal, total number of objects in an icosahedron? Do many viruses have this minimal number?

A

tiles have 3 fold symmetry (= 3 identical objects are needed to form one tile) –> 20 tiles *3 = 60

thus 60 asymmetric units (proteins)
–> but only few viruses have only 60 subunits (e.g. satellite virus)

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15
Q

Why do asymmetric units need more than one subunits in self sufficient viruses ? How do these subunits look like?

A

long genomes –> larger volume of capsid required

–> subunits can be identical or differen –> only certain multiples of 60 subunits are likely to occur (1,3,4,7…) –> triangulation number

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16
Q

how can the triangulation number be calculated?

A

T = h^2+hk+k^2

17
Q

what do the variables h and k of the triangulation number describe? what do they mean

A

describe how far away two 5-fold symmetries are in a capsid with a lot of 6 fold symmetries
h = straight steps
k= corner

18
Q

What are the characteristics of T3 viruses?

A
  • T =3
  • 180 subunits
  • A subunits interact ariund the 5 fold axes
  • B and C subunits interact around the 3 fold axes
  • 3 subunits each of B and C arranged in a pseudosymmetric way (3 fold becomes pseude 6 fold)
19
Q

What are the characteristics of T4 viruses?

A
  • 240 subunits
  • 4 different types of subunits: A, B. C, D
  • A: 5-fold
  • D: 3 fold
  • b and C: 2 fold + 2 d subunits
  • A, B, C: interact around a pseudo 3 fold axes clsutered around 5 folds
20
Q

describe the capsid of tomato bushy stun virus

A
  • 3 domains in each protomer: R, S and P with connecting regions: a and h
  • 3 possible conformations
  • a only ordered in C –> interdigitate
  • P domains interact pair wise across 2 fold axes –> protrusions
  • 180 P domains form 90 protrusions
21
Q

describe the capsid of picornaviruses?

A
  • T3 capsid despite 4 protomers (vp4 completely buried inside the particle)
  • 60 copies each of 4 polypeptides (VP1- VP4)
  • vp1-vp4 translated from viral RNA as single polyppetide (processed post translationally by 3CD)
  • VP0, VP1 and VP3 –> assembly of shell beginns –> VP0 cleaved into VP2 and VP4
  • virus shell built from 12 pentamers
22
Q

how do picornaviruses arrange 180 subunits similarly to T=3 plant viurses (one type of polypeptide) despite having 4 different peptides?

A

plant virus: conformational differences
picorna: 3 chemicaly different polypeptide chains with local structural differences

23
Q

What is the canyon hypothesis?

A

Vp1 subunits form a pentamer with a mountain in the middle of the pentamer –> canyon formation at the sides of the 5 subunits –> these are antibody binding sites

24
Q

how can uncoating of viral capsids be inhibited by drugs?

A

by inhibiting the canyon

25
Q

describe the greek key motif

A
  • formed in a eight stranded beta sheet or barrel
  • greek key is formed when one of the connection of 4 antiparallel b-strands is not a hairpin connection but strand n is connected to strand n+3 or n-3 instead of n+1 or n-1
26
Q

describe the 3D structure of proteins called jelly roll

A

beta strands are arranged into two seperate sheets: strand 1,8,3,6 and 2,7,4,5

spice between the sheets is filled by hydrophobic side chains

polypeptide chain has 8 straight sections interrupted by loop regions