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bicyclo<6.1.0>non-1(2)-ene is a chemical with a specific purpose. Lookchem provides you with multiple data and supplier information of this chemical.

96308-41-7

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96308-41-7 Usage

Check Digit Verification of cas no

The CAS Registry Mumber 96308-41-7 includes 8 digits separated into 3 groups by hyphens. The first part of the number,starting from the left, has 5 digits, 9,6,3,0 and 8 respectively; the second part has 2 digits, 4 and 1 respectively.
Calculate Digit Verification of CAS Registry Number 96308-41:
(7*9)+(6*6)+(5*3)+(4*0)+(3*8)+(2*4)+(1*1)=147
147 % 10 = 7
So 96308-41-7 is a valid CAS Registry Number.

96308-41-7Relevant academic research and scientific papers

Sequential Peripheral Cyclopropanation as a Synthetic Approach to Cyclosubstituted Triangulanes

Zefirov, Nikolai S.,Kuznetsova, Tamara S.,Eremenko, Olga V.,Kokoreva, Olga V.,Zatonsky, George,Ugrak, Bogdan I.

, p. 4087 - 4089 (1994)

A general scheme for the synthesis of cyclosubstituted triangulanes has been developed, based on sequential bromocyclopropanation of the C=C bond and elimination, giving repeatedly the endomethylenecyclopropane framework with termination of the sequence of the cyclopropanation.

Synthesis of Alycyclic Spiropentanes

Kuznetsova,Yeremenko,Kokoreva,Zefirov

, p. 863 - 869 (2007/10/03)

Synthetic approach to polycyclic structures with spiropentane fragment included in the main ring was developed using [1+2]cycloaddition of halocarbenes and dihalocarbenes to cyclooctene and 1,5-cyclooctadiene followed by dehydrohalogeneation of the adducts and cyclopropanation of the olefins formed. A series of alicyclic cyclopropanes of various structute was prepared with an eight-membered and nine-membered main ring.

Syntheses and equilibria of fused bicyclic methylenecyclopropanes

Kende, Andrew S.,Riecke, Edgar E.

, p. 383 - 384 (2007/10/10)

Isomeric bicyclic methylenecyclopropanes, obtained from carbenoid ring contraction of bicyclic cyclobutanones, exhibit extraordinarily clean thermal equilibria which is entropy-controlled near the boundaries of Bredt's rule.

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