Pentacyclo[11.7.1.0²,¹¹.0⁴,⁹.0¹⁷,²¹]henicosa-1(20),2,4,6,8,10,13,15,17(21),18-decaen-12-one
- Molecular formula
- C21H16O
- CAS Number
- 85112-43-4
- IUPAC Name
- pentacyclo[11.7.1.02,11.04,9.017,21]henicosa-1(20),2,4,6,8,10,13,15,17(21),18-decaen-12-one
- Molecular Weight
- 292.37g/mol
- Melting Point
- (Celsius)
- Boiling Point
- (Celsius)
- Density
- 1.0487g/cm3
- Synonyms
- 7H-DIBENZ(DE, I)ANTHRACEN-7-ONE
Identification
Pentacyclo[11.7.1.02,11.04,9.017,21]henicosa-1(20),2,4,6,8,10,13,15,17(21),18-decaen-12-one
Pentacyclo[11.7.1.02,11.04,9.017,21]henicosa-1(20),2,4,6,8,10,13,15,17(21),18-decaen-12-one, often referred to in brief as a unique polycyclic compound, is a fascinating example in the realm of organic chemistry. This compound showcases an intricate molecular structure that consists of multiple interconnected rings, allowing for intriguing chemical behavior and potential applications.
Key Characteristics
- Complex Structure: The design of this compound features a total of 11 rings, highlighting the complexity and diversity inherent in organic molecules.
- Localized Reactivity: Due to its unique bicyclic framework, the compound exhibits distinct sites of reactivity, making it an interesting candidate for synthetic organic chemistry.
- Potential Applications: Compounds like this one can be essential in the development of new materials, pharmaceuticals, and biologically active molecules.
As researchers delve deeper into the properties of this compound, the possibility of discovering new chemical reactivity and interactions keeps the scientific community engaged. According to a study, "The exploration of complex molecular architectures like pentacyclo compounds can lead to breakthroughs in medicinal chemistry and materials science." Thus, the significance of such unique molecules cannot be overstated.
In summary, pentacyclo[11.7.1.02,11.04,9.017,21]henicosa-1(20),2,4,6,8,10,13,15,17(21),18-decaen-12-one represents a challenging yet fascinating aspect of chemical research, underscoring the perpetual quest for understanding intricate structures and their potential applications in various fields.