5160-55-4 Usage
Uses
Used in Chemical Synthesis Industry:
2,4,6-trinitrophenol 2-methylnaphthalene (1:1) is used as an intermediate in the synthesis of various chemicals for its potential reactivity and properties in chemical reactions.
Used in Dye Production:
In the dye production industry, 2,4,6-trinitrophenol 2-methylnaphthalene (1:1) is used as a component in the production of dyes, taking advantage of the color-producing properties of the compounds.
Used in Pharmaceutical Production:
2,4,6-trinitrophenol 2-methylnaphthalene (1:1) is used as a raw material in the production of pharmaceuticals, where its chemical properties may contribute to the development of new drugs.
Used in Explosive Manufacturing:
Due to its highly explosive nature, 2,4,6-trinitrophenol 2-methylnaphthalene (1:1) is used in the manufacturing of explosives, where its properties are harnessed for controlled detonations in specific applications.
Used in Solvent Applications:
2,4,6-trinitrophenol 2-methylnaphthalene (1:1) is used as a solvent in certain industrial processes, where its solubility properties are beneficial for dissolving other substances.
Check Digit Verification of cas no
The CAS Registry Mumber 5160-55-4 includes 7 digits separated into 3 groups by hyphens. The first part of the number,starting from the left, has 4 digits, 5,1,6 and 0 respectively; the second part has 2 digits, 5 and 5 respectively.
Calculate Digit Verification of CAS Registry Number 5160-55:
(6*5)+(5*1)+(4*6)+(3*0)+(2*5)+(1*5)=74
74 % 10 = 4
So 5160-55-4 is a valid CAS Registry Number.
5160-55-4Relevant academic research and scientific papers
A Computerised Least Square Method for Determination of Stability Constants of 1:1 Molecular Complexes and Chemical Shift of Pure Complexes from Nuclear Magnetic Resonance Data
Seal, B. K.,Mukherjee, A. K.
, p. 413 - 415 (2007/10/02)
A computerised method utilising nuclear magnetic resonance data has been developed for the determination of stability constants of 1:1 molecular complexes.It is based on the principle of least squares in which the coefficients are adjusted under a constraint with the help of Lagrange's method of undetermined multipliers.The method utilises the complete expression for equilibrium constant and is mathematically rigorous, straightforward, non-iterative and requires very little computer time.
