1,1-diphenylethan-1-ol | Chemical Details

ID	GIMDPFBLSKQRNP-UHFFFAOYSA-N
Formula	C14H14O
IUPAC Name	1,1-diphenylethan-1-ol
SMILES
Standard InChI
Standard InChIKey
Cite this record		Copied

Other Names and Identifiers

Standard InChI (User Input)	InChI=1S/C14H14O/c1-14(15,12-8-4-2-5-9-12)13-10-6-3-7-11-13/h2-11,15H,1H3
Standard InChIKey (User Input)	InChIKey=GIMDPFBLSKQRNP-UHFFFAOYSA-N
Non-Standard InChI
Non-Standard InChIKey
Other Names and Identifiers	1,1-di(phenyl)ethanol \| 599-67-7 \| Benzenemethanol, .alpha.-methyl-.alpha.-phenyl- \| Benzhydrol, .alpha.-methyl- \| Diphenylmethylcarbinol \| Methyldiphenylcarbinol \| NSC33 \| ZINC01090568 \| alpha-Methylbenzhydryl alcohol \| AI3-05842 \| ICCB1_000119 \| 152145_ALDRICH \| ST5308488 \| Benzenemethanol, alpha-methyl-alpha-phenyl- \| Benzhydrol, alpha-methyl- (8CI) \| EINECS 209-970-1 \| NSC 33 \| alpha-Methylbenzhydrol \| .alpha.-Methylbenzhydrol \| 1,1-Diphenyl-1-ethanol \| 1,1-Diphenylethanol

Property

Value

Unit

Accuracy

Absolute Entropy of Ideal Gas at 298.15K and 1bar	-	-	-
Acentric Factor	-	-	-
Critical Compressibility Factor	-	-	-
Critical Pressure	-	-	-
Critical Temperature	-	-	-
Critical Volume	-	-	-
Enthalpy of Formation for Ideal Gas at 298.15K	-	-	-
Liquid Molar Volume at 298.15K	-	-	-
Molecular Weight	-	-	-
Net Standard State Enthalpy of Combustion at 298.15K	-	-	-
Normal Boiling Point	-	-	-
Melting Point	-	-	-
Refractive Index	-	-	-
Solubility Parameter at 298.15K	-	-	-
Standard State Absolute Entropy at 298.15K and 1bar	-	-	-
Standard State Enthalpy of Formation at 298.15K and 1bar	-	-	-
Magnetic Susceptibility	-	-	-
Polarizability	-	-	-
Flash Point	-	-	-
Parachor	-	-	-
Lower Flammability Limit Temperature	-	-	-
Lower Flammability Limit Volume Percent	-	-	-
Upper Flammability Limit Temperature	-	-	-
Upper Flammability Limit Volume Percent	-	-	-
Liquid Density at Normal Boiling Point	-	-	-
Heat of Vaporization at 298.15K	-	-	-
Heat of Vaporization at Normal Boiling Point	-	-	-
Water Solubility	-	-	-

1. Parity plot representing estimated values (x-axes) against the experimental values (y-axes) with the y=x line as a reference. If the estimated and experimental values agree, they should lie close to the y=x line. Upper and lower bar line (I) represents the experimental error range.	2. Statistical analysis representing the degree of agreement. The middle bar shows the portion of the estimated values within the experimental error range. The percentage of the middle bar indicates the level of estimation accuracy in general.