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© April 2005
Lorentz JÄNTSCHI
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Molecule filename:
000_PCB000.hin
005_PCB005.hin
009_PCB009.hin
010_PCB010.hin
013_PCB013.hin
01_mr1001.hin
02_mr1002.hin
03_mr1003.hin
04_mr1004.hin
05_mr1005.hin
06_mr1006.hin
07_mr1007.hin
08_mr1008.hin
09_mr1009.hin
10_mr1010.hin
137_PCB137.hin
138_PCB138.hin
201_PCB201.hin
Distance operator:
Topological distance, t
Geometrical distance, g
Atomic property:
Cardinality, C
Count of directly bounded hidrogen's, H
Relative atomic mass, M
Atomic electronegativity, E
Group electronegativity, G
Partial charge, Q
Descriptor (of interaction) formula:
Distance, `D` = d
Inverted distance, `d` = 1/d
First atom's property, `O` = p1
Inverted O, `o` = 1/p1
Product of atomic properties, `P` = p1p2
Inverted P, `p` = 1/p1p2
Squared P, `Q` = p1p2^1/2
Inverted Q, `q` = 1/p1p2^1/2
First atom's Property multiplied by distance, `J` = p1d
Inverted J, `j` = 1/p1d
Product of atomic properties and distance, `K` = p1p2d
Inverted K, `k` = 1/p1p2d
Product of distance and squared atomic properties, `L` = d(p1p2)^1/2
Inverted L, `l` = 1/(d(p1p2)^1/2)
First atom's property potential, `V` = p1/d
First atom's property field, `E` = p1/d^2
First atom's property work, `W` = p1^2/d
Properties work, `w` = p1p2/d
First atom's property force, `F` = p1^2/d^2
Properties force, `f` = p1p2/d^2
First atom's property weak nuclear force, `S` = p1^2/d^3
Properties weak nuclear force, `s` = p1p2/d^3
First atom's property strong nuclear force, `T` = p1^2/d^4
Properties strong nuclear force, `t` = p1p2/d^4
Interaction model:
Rare model and resultant relative to fragment's head, R
Rare model and resultant relative to conventional origin, r
Medium model and resultant relative to fragment's head, M
Medium model and resultant relative to conventional origin, m
Dense model and resultant relative to fragment's head, D
Dense model and resultant relative to conventional origin, d
Fragmentation criteria:
Minimal fragments, m
Maximal fragments, M
Szeged distance based fragments, D
Cluj path based fragments, P
Molecular overall superposing formula:
Cond., smallest, m
Cond., highest, M
Cond., smallest absolute, n
Cond., highest absolute, N
Avg., sum, S
Avg., average, A
Avg., S/count(fragments), a
Avg., Avg.(Avg./atom)/count(atoms), B
Avg., S/count(bonds), b
Geom., product, P
Geom., mean, G
Geom., P^1/count(fragments), g
Geom., Geom.(Geom./atom)/count(atoms), F
Geom., P^1/count(bonds), f
Harm., sum, s
Harm., mean, H
Harm., s/count(fragments), h
Harm., Harm.(Harm./atom)/count(atoms), I
Harm., s/count(bonds), i
Linearization operator:
Identity (no change), I
Inversed I, i
Absolute I, A
Inversed A, a
Logarithm of A, L
Logarithm of I, l