2004
DOI: 10.1081/lft-200027883
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Physical Properties of AqueousN-Methyl Pyrrolidone at Different Temperatures

Abstract: Many physical properties of aqueous N-Methyl pyrrolidone mixtures were determined for molar fraction X NMP ¼ 0.02, 0.05, 0.125, 0.32, 0.37 at different temperatures ranging from 15-65 C. From the result we noticed that the viscosity coefficient was increased with increasing the molar fraction X NMP and reached a maximum value at X NMP ¼ 0.25-0.37, and decreased with temperature. We observed the same relationship of the thermodynamic properties for the mixture at different temperatures and for excess activation… Show more

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Cited by 16 publications
(3 citation statements)
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“…In addition, the calculated density (ρ IL ) values of the synthesized IL at each temperature according to eq (density calculated based on pure component densities) and the extended Ye and Shreeve eq are given in Table . ρ normalI normalL = ω normalN normalM normalP × ρ normalN normalM normalP + ω normalP normalA × ρ normalP normalA ω NMP , ω PA , ρ NMP , and ρ PA are the mass fraction of pure NMP, mass fraction of pure PA, density of pure NMP, and density of pure PA, respectively. Density of pure NMP and PA at different temperatures was taken from the studies carried out by Maloka and Ibrahim and Egan and Luff, respectively. ρ normalI normalL = M W / [ N normalA V normalm false( a + b T + c P false) ] T and P are the temperature (in K) and pressure (in MPa), respectively. Table shows the fitting parameters of eq and the coefficients a , b , and c obtained by fitting the experimental data , to eq .…”
Section: Resultsmentioning
confidence: 99%
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“…In addition, the calculated density (ρ IL ) values of the synthesized IL at each temperature according to eq (density calculated based on pure component densities) and the extended Ye and Shreeve eq are given in Table . ρ normalI normalL = ω normalN normalM normalP × ρ normalN normalM normalP + ω normalP normalA × ρ normalP normalA ω NMP , ω PA , ρ NMP , and ρ PA are the mass fraction of pure NMP, mass fraction of pure PA, density of pure NMP, and density of pure PA, respectively. Density of pure NMP and PA at different temperatures was taken from the studies carried out by Maloka and Ibrahim and Egan and Luff, respectively. ρ normalI normalL = M W / [ N normalA V normalm false( a + b T + c P false) ] T and P are the temperature (in K) and pressure (in MPa), respectively. Table shows the fitting parameters of eq and the coefficients a , b , and c obtained by fitting the experimental data , to eq .…”
Section: Resultsmentioning
confidence: 99%
“…ω NMP , ω PA , ρ NMP , and ρ PA are the mass fraction of pure NMP, mass fraction of pure PA, density of pure NMP, and density of pure PA, respectively. Density of pure NMP and PA at different temperatures was taken from the studies carried out by Maloka and Ibrahim 70 and Egan and Luff, 71 respectively. (5)…”
Section: Resultsmentioning
confidence: 99%
“…In our previous works, the phase equilibria (LLE and SLE) of the ternary systems containing alkali metal salts, especially Rb and Cs, such as NaCl/KCl/RbCl/CsCl + amide + water and RbBr/CsBr + FA/NMF/DMF + H 2 O were discussed. N -Methylpyrrolidone (NMP) is an important organic solvent both in a laboratory and in the industry. NMP is a water-miscible strongly polar (μ = 4.09 D) aprotic solvent with a high boiling point (202 °C, 100 kPa). Herein, in this work, the phase behavior of NMP + NaCl/KCl/RbCl/CsCl + H 2 O ternary systems at 288.2, 298.2, and 308.2 K are presented.…”
Section: Introductionmentioning
confidence: 99%