The macro \fiveunitv
produces a five-membered fragment that can be fused to another
ring structure to produce a new ring system.
\fiveunitv[BONDLIST]{ATOMLIST}{SUBSLIST}{OMIT}
The numbering of positions and the designation of edges are the same as
those of \fiveheterov. Hence,
the arguments BONDLIST, ATOMLIST, and SUBSLIST are
written in the same way.
The argument OMIT indicates bonds to be deleted.
It is a list of the same format as the BONDLIST of \fiveheterov.
Example:
\fiveunitv[b]{1==N}{1==H;2==Cl}{d} \qquad
\fiveunitv[b]{}{1D==O;2==Cl}{d}
produce the following structures:
The macro \fiveunitvi
produces a five-membered fragment of inverse type that can be fused to another
ring structure to produce a new ring system.
\fiveunitvi[BONDLIST]{ATOMLIST}{SUBSLIST}{OMIT}
Example:
\fiveunitvi[b]{1==N}{1==H;2==Cl}{d} \qquad
\fiveunitvi[b]{}{1D==O;2==Cl}{d}
produce the following structures:
The macro \fiveunith
is a five-membered fragment of horizontal type that can be fused to another
ring structure to produce a new ring system.
\fiveunith[BONDLIST]{ATOMLIST}{SUBSLIST}{OMIT}
Example:
\fiveunith[b]{1==N}{1==H;2==Cl}{d} \qquad
\fiveunith[b]{}{1D==O;2==Cl}{d}
produce the following structures:
The macro \fiveunithi is the inverse counterpart
of \fiveunith. It produces
a five-membered fragment of another horizontal type
so that it can be fused to another
ring structure to produce a new ring system.
\fiveunithi[BONDLIST]{ATOMLIST}{SUBSLIST}{OMIT}
Example:
\fiveunithi[b]{1==N}{1==H;2==Cl}{d} \qquad
\fiveunithi[b]{}{1D==O;2==Cl}{d}
produce the following structures: