2.0 Sheets

Beta sheets are repetitive secondary structures, like helices, because their backbone phi and psi angles are repeated geometrically along the structure. The basic component of a 'sheet' is a 'strand' and has phi = -139 and psi = +135. A strand may be thought of as a 'helix' with n=2 residues (this forms a flat ribbon see Figure 1.1). Consequently, strands can also be described by the five parameters as shown earlier for helices and shown below and in Table 2.1:

d= distance traveled per repeating unit (parallel to the 'helix axis')

n=number of 'repeating units' (ie residues) per turn of the 'helix'

p=pitch distance between successive points between one complete turn of the helix

r=radius of 'helix'

angle = the angle of rotation of each residue within the 'helix' - this is 160 degrees for a beta strand.

shows the parameters for some sheet structures.

 

Table 2.1 Parameters of beta strand structures (using helix parameters) found in Proteins

Secondary Structure
Residues per turn

n

Rise per residue

d (Å)

Radius of helix

r (Å)

Parallel sheet - planar

+/-2.0
3.2
1.1

Antiparallel sheet - planer

+/-2.0
3.4
0.9

Parallel or antiparallel sheet - twisted

-2.3
3.3
1.0

Note that the plus sign indicates a right-handed 'helix' and negative sign a left-handed 'helix'

 

Summary of beta strand and beta sheet characteristics:

2.1 beta strands and beta sheets

 

 

 

 

 

 

 

 

 


Introduction | Protein Hierarchy | Secondary Structure | Helices | Sheets | Loops | SuperSecondary Structure | Tertiary Structure | All alpha structure | All beta structure | Mixed alpha/beta structure | Mixed alpha+beta structure | Other Tertiary Structure
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