<p>The standard Triangulation number architecture for spherical capsids ranging from T1 to T7 capsids. Each are composed of 12 pentamers (5-protein units) and a variable number of hexamers (6-protein units). The Asymmetric Unit (AU) for each capsid is shown as a red kite stretching from the 5-fold (blue pentagon) to each of the 2-folds (red diamonds) to the 3-fold axes (green triangle). The icosahedral great circles also encompass each of the 5 distinct red lines shown. As the triangulation number increases, the hexamers must rearrange as seen, which changes the restrictions on their protrusions, shown as dashed lines above. While the capsid proteins are considered to be quasi-equivalent, they are not for the purpose of protrusions. The dot...
A large number of human, animal and plant viruses have protein containers that provide protection fo...
The geometrical structures of single- and multiple-shell icosahedral virus capsids are reproduced as...
Inspired by natural phenomena and mathematical theory this paper presents the development of a model...
Spherical viruses are remarkably well characterized by the Triangulation (T) number developed by Cas...
Many bacteriophages and eukaryotic viruses, which share little sequence similarities, have icosahedr...
<p>A) Representative icosahedral viral capsid structures with varying sizes. The Satellite Tobacco M...
AbstractLocal rules are given for various virus capsid, or protein shell, geometries. Local rules sp...
AbstractThere are many viruses whose genetic material is protected by a closed elongated protein she...
For survival, most natural viruses depend upon the existence of spherical capsids: protective shells...
Understanding the protein capsid structure of a virus through rigidity and flexibility analyses thro...
(A) Radially colored surface representation of the 3D reconstruction of MCMV at ~5 Å resolution, vie...
A new program library named “CAPLIB” was developed for the modeling and analysis of icosahedrally sy...
The capsids of the spherical viruses all show underlying icosahedral symmetry, yet they differ marke...
<p>Van der Waals surfaces of the capsid shell after 1 viewed along one of the 5-fold symmetry axes....
Identifying the contributions to thermodynamic stability of capsids is of fundamental and practical ...
A large number of human, animal and plant viruses have protein containers that provide protection fo...
The geometrical structures of single- and multiple-shell icosahedral virus capsids are reproduced as...
Inspired by natural phenomena and mathematical theory this paper presents the development of a model...
Spherical viruses are remarkably well characterized by the Triangulation (T) number developed by Cas...
Many bacteriophages and eukaryotic viruses, which share little sequence similarities, have icosahedr...
<p>A) Representative icosahedral viral capsid structures with varying sizes. The Satellite Tobacco M...
AbstractLocal rules are given for various virus capsid, or protein shell, geometries. Local rules sp...
AbstractThere are many viruses whose genetic material is protected by a closed elongated protein she...
For survival, most natural viruses depend upon the existence of spherical capsids: protective shells...
Understanding the protein capsid structure of a virus through rigidity and flexibility analyses thro...
(A) Radially colored surface representation of the 3D reconstruction of MCMV at ~5 Å resolution, vie...
A new program library named “CAPLIB” was developed for the modeling and analysis of icosahedrally sy...
The capsids of the spherical viruses all show underlying icosahedral symmetry, yet they differ marke...
<p>Van der Waals surfaces of the capsid shell after 1 viewed along one of the 5-fold symmetry axes....
Identifying the contributions to thermodynamic stability of capsids is of fundamental and practical ...
A large number of human, animal and plant viruses have protein containers that provide protection fo...
The geometrical structures of single- and multiple-shell icosahedral virus capsids are reproduced as...
Inspired by natural phenomena and mathematical theory this paper presents the development of a model...