「dihedral」の共起表現(1語右で並び替え)

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The wing centre section has no	dihedral and is of constant section with outer section
Figure 2:	Dihedral angle defined by three bond vectors (shown in
reduction in allylic strain by minimizing the	dihedral angle between the arene double bond and the m
The	dihedral angle between adjacent rhombi of the rhombic
or example, suppose you wanted to compute the	dihedral angle between two m-dimensional hyperplanes d
are twisted with respect to the other with a	dihedral angle of 117°.
The	dihedral angle between two planes relies on being able
, the STRIDE assignment criteria also include	dihedral angle potentials.
) be the length of the edge e and θ(e) be the	dihedral angle between the two faces meeting at e, mea
rs will be minimal, and therefore will be the	dihedral angle between the hyperplanes.
re R is the radius of the sphere and θ is the	dihedral angle between the two half great circles.
Its	dihedral angle is cos−1(1/9), or approximately 83.62°.
The	dihedral angle of a dodecahedron is ~116.6°,
Its	dihedral angle is cos−1(1/8), or approximately 82.82°.
Its	dihedral angle is cos−1(1/7), or approximately 81.79°.
Its	dihedral angle is cos−1(1/10), or approximately 84.26°
Its	dihedral angle is cos−1(1/6), or approximately 80.41°.
ular and irregular, convex and concave, has a	dihedral angle at every edge.
In curved space, however, the	dihedral angle depends on the size of the figure; a hy
that of hydrogen peroxide, H2O2, in its large	dihedral angle, which approaches 90°.
where J is the 3J coupling constant, φ is the	dihedral angle, and A, B, and C are empirically-derive
le between two of them is not necessarily the	dihedral angle.
there are several equivalent definitions of a	dihedral angle.
The "mirror image" PPII backbone	dihedral angles (75°, -150°) are rarely seen, except i
For example, the PPII backbone	dihedral angles are often observed in turns, most comm
For comparison, the sum of the	dihedral angles for a 310 helix is roughly -75°, where
In proteins, backbone	dihedral angles and side chain rotamers are commonly u
scaled dodecahedron can be scaled so that its	dihedral angles are reduced to 90 degrees, and then fo
omer of a peptide bond is involved and on the	dihedral angles of the central two residues.
he plane flip is defined as a rotation of the	dihedral angles φ,ψ at amino acids i and i+1 such that
hange that can occur in proteins by which the	dihedral angles of adjacent amino acids undergo large-
five dodecahedra meeting at each edge; their	dihedral angles thus are π/2 and 2π/5, both of which a
P (one without "dents" - in other words, all	dihedral angles between the edges are ≤ 180 degrees) h
Figure 4: The backbone	dihedral angles of proteins.
he first and last residue pairs are excluded,	dihedral angles exist such that the ψ dihedral angle o
n has two forms, a classical form with (φ, ψ)	dihedral angles of roughly (75°, -65°) and an inverse
the bond lengths li, bond angles θi, and the	dihedral angles φi.
s may be further classified by their backbone	dihedral angles (see Ramachandran plot).
The PPII backbone	dihedral angles (-75°, 150°) are observed frequently i
o be replaced by three new edges with concave	dihedral angles, forming a nonconvex polyhedron.
it has only right	dihedral angles,
y of a particular amino acid to adopt certain	dihedral angles.
mage turn) by changing the sign on all of its	dihedral angles.
of. Dr. Jia Lanpo of Beijing University lists	dihedral burins and burins for truncation among artifa
The bottom wing had	dihedral but not the top, so that the gap between the
full automorphism group is isomorphic to the	dihedral group D8 of order 16, the group of symmetries
The	dihedral group Dihm is generated by two reflections th
full automorphism group is isomorphic to the	dihedral group of order 20, the group of symmetries of
group has order 12, and is isomorphic to the	dihedral group D6, the group of symmetries of an hexag
It is the	dihedral group of order 2, also known as the Klein fou
n front of the wing and hopper and pronounced	dihedral on the outer wing panels.
ull form, with anhedral inboard giving way to	dihedral on the outer part.
The high-lift wing has pronounced	dihedral on the outer span.
In geometry, a	dihedral or torsion angle is the angle between two pla
are defined as adjacent when they generate a	dihedral subgroup of order 8.
ter theorem, classifying finite groups with a	dihedral Sylow 2-subgroup, and Glauberman's Z* theorem
It has	dihedral symmetry, D3
some exclude solids with	dihedral symmetry, or nonconvex solids.)
bilateral and rotational symmetry, and hence	dihedral symmetry.
e wing structure had a pronounced outer panel	dihedral that was "corrected" by CGI work.
ecause of this, textbooks that provide single	dihedral values for all residues in the π-helix are mi

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