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Phenylbis[4-(trifluoromethyl)phenyl]methanol is a chemical with a specific purpose. Lookchem provides you with multiple data and supplier information of this chemical.

21856-97-3

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21856-97-3 Usage

Check Digit Verification of cas no

The CAS Registry Mumber 21856-97-3 includes 8 digits separated into 3 groups by hyphens. The first part of the number,starting from the left, has 5 digits, 2,1,8,5 and 6 respectively; the second part has 2 digits, 9 and 7 respectively.
Calculate Digit Verification of CAS Registry Number 21856-97:
(7*2)+(6*1)+(5*8)+(4*5)+(3*6)+(2*9)+(1*7)=123
123 % 10 = 3
So 21856-97-3 is a valid CAS Registry Number.

21856-97-3SDS

SAFETY DATA SHEETS

According to Globally Harmonized System of Classification and Labelling of Chemicals (GHS) - Sixth revised edition

Version: 1.0

Creation Date: Aug 18, 2017

Revision Date: Aug 18, 2017

1.Identification

1.1 GHS Product identifier

Product name phenyl-bis[4-(trifluoromethyl)phenyl]methanol

1.2 Other means of identification

Product number -
Other names Phenylbis[4-(trifluoromethyl)phenyl]methanol

1.3 Recommended use of the chemical and restrictions on use

Identified uses For industry use only.
Uses advised against no data available

1.4 Supplier's details

1.5 Emergency phone number

Emergency phone number -
Service hours Monday to Friday, 9am-5pm (Standard time zone: UTC/GMT +8 hours).

More Details:21856-97-3 SDS

21856-97-3Relevant academic research and scientific papers

Reactivities of triarylmethyl and diarylmethyl cations with azide ion investigated by laser flash photolysis. Diffusion-controlled reactions

McClelland, Robert A.,Kanagasabapathy,Banait, Narinder S.,Steenken, Steen

, p. 1009 - 1014 (2007/10/02)

By use of the technique of laser flash photolysis, rate constants kAz and ks have been directly measured for the reactions at 20 °C in acetonitrile-water (AN-W) solutions of varying composition of 18 triarylmethyl and 10 diarylmethyl cations with azide and solvent. The cations have ks that depend on substituent and vary from ~101 to ~107 s-1. For the more stable ions kAz also varies, increasing with decreased electron donation and also increasing by as much as 103 with increasing acetonitrile content. For less stable cations, however, the rate constant becomes independent of substituent. The break occurs when ks has reached ~105 s-1. The limiting rate constants have magnitudes in the vicinity of 1010 M-1 s-1; these do depend on solvent and type of cation, with diarylmethyl cations reacting at the limit 1.6 ± 0.2 times faster than triarylmethyl. The data can be fit by a model where there is diffusional encounter of the cation and azide to form an ion pair, with the combination within the ion pair rate-limiting for the more stable cations and the diffusion step rate-limiting for the less stable ones. The limiting rate constants represent the latter, diffusional encounter of the cation and azide. The Debye-Smoluchowski equation for diffusion-controlled reactions predicts rate constants that are larger than observed by factors of 2-2.5 for diarylmethyl and 4 for triarylmethyl. Deviations can be attributed to nonproductive encounters where the anion has approached the cation in the plane of one of the rings and thus cannot form a proper reacting configuration. The difference between the two types of cations is explained by the greater difficulty of achieving this configuration with the more sterically congested triarylmethyl cation. Ratios kAz/ks obtained from product analysis (competition kinetics) have previously been found to show adherence to the reactivity-selectivity principle. This has been interpreted (Rappoport, Jencks) in terms of the reaction with azide having reached the diffusion limit. The directly measured kAz establish that this is indeed the case. This study also validates the use of azide as a "clock" (Jencks, Richard) for converting such ratios to absolute rate constants through use of a value of 5 × 109 M-1 s-1 for kAz. The directly measured diffusion-limited kAz are somewhat larger than this, but the differences are small, at most a factor of 4.

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