molekulaképlete

Molekulaképlete is a hypothetical construct in molecular science that describes a molecule in which all potential bonding sites are saturated, yielding a fully connected, defect-free network within a defined topology. The term is used to express an ideal end state of bond formation where every valence is satisfied.

The word combines molekul, from Indonesian or Malay for molecule, with complete, signaling an idealized completeness in bonding. In this sense, molekulaképlete denotes more than a specific substance: it represents a theoretical limit for how a molecule or molecular framework could be fully cross-linked and stabilized.

Characteristics of molekulaképlete would include high thermodynamic stability under the intended conditions, a highly regular topology, and markedly reduced reactivity relative to related partially saturated systems. In practice, such structures would resemble cage-like, highly cross-linked macrocycles or networked nanoscale architectures where all available bonding sites participate in the network.

Formation of molekulaképlete is mainly discussed in theoretical or computational contexts, drawing on graph-theoretical design principles and retrosynthetic planning. In real-world chemistry, achieving a defect-free state requires exceptionally precise control of stoichiometry, bond directionality, and protective group strategies to minimize imperfections. Even tiny defects can prevent the realization of a true molekulaképlete, so real realizations are typically considered approximate.

Significance lies in providing a benchmark for the limits of molecular network formation and informing the design of robust materials and nanostructures. Critics note practical constraints such as entropy, kinetic barriers, and defect formation, making the ideal an aspirational target rather than a routinely achievable compound.

See also: cage compounds, macrocycles, polymer networks, hyperbranched polymers, graph theory.