1974
DOI: 10.1002/jss.400020218
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The transformation of τ particles into t4 heads. II. Transformations of the surface lattice an related observations on form determination

Abstract: In part 1 of this paper ( I ) we give evidence that the P23-capsoid of 7-particles is transformed in situ i n t o the P23*-capsid of' normal phage. Using t h e polymorphism of phage T4, we have chosen polyheads as representative of P 2 3 assemblies and giant phages as representative of P23* assemblies in order t o study their surface crystals by optical filtration of micrographs. We found for polyheads a lattice constant of 1 I 2 a with the typical hexameric, ringlike capsomer and for t h e giants a lattice co… Show more

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Cited by 93 publications
(55 citation statements)
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References 33 publications
(28 reference statements)
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“…Measurements suggest that p20 is an integral part of the capsid and that there are about 12 molecules (31). This number does not increase in giant-headed phages, suggesting that p20 is located in the hemispherical caps (32).…”
Section: J and K)mentioning
confidence: 98%
“…Measurements suggest that p20 is an integral part of the capsid and that there are about 12 molecules (31). This number does not increase in giant-headed phages, suggesting that p20 is located in the hemispherical caps (32).…”
Section: J and K)mentioning
confidence: 98%
“…Each prolate head consists of two icosahedral (half T=3) caps separated by an equatorial band of 10 hexamers for a total of 30 hexamers compared to 20 in the isometric particles ( Figures 2K and 2L). These prolate particles are described by the elongation number Q=5, from which the number of subunits (240) may be calculated by the relation 30(T+Q) (Aebi et al, 1974). However, because the connector replaces five subunits at the portal vertex, the predicted number of gp8 subunits is 235.…”
Section: The Prolate Headmentioning
confidence: 99%
“…Isometric icosahedral capsids require only a few variations in subunit conformation, the number being given by the triangulation number, T. The capsid contains 60 copies of each conformer. One generalization of the icosahedral design, as in bacteriophages T4 [1] and f29 [40], involves extension along an axis of symmetry -the 5-fold axis in the case of T4, whereby the point group symmetry is reduced from 5-3-2 to 5-2. The number of quasi-equivalent conformations is given by T þ Q, where Q is the triangulation number of a facet in the elongated mid-section -e.g.…”
Section: Polymorphism and Conformational Variabilitymentioning
confidence: 99%
“…The number of quasi-equivalent conformations is given by T þ Q, where Q is the triangulation number of a facet in the elongated mid-section -e.g. T ¼ 13 [1] and Q ¼ 20 [14] for T4. For most viruses, the T-number is a uniquely defined and evolutionarily robust parameter, although there are exceptions such as hepatitis B virus which produces capsids of both T ¼ 3 and T ¼ 4 [39], and the bacteriophage P2/P4 system which produces capsids of T ¼ 4 and T ¼ 7 [13].…”
Section: Polymorphism and Conformational Variabilitymentioning
confidence: 99%