Table 2. Correlation Equations of Properties for n-Paraffins H–(CH₂)_n–H (Model Equation: ln(P_(n)) = a + b(n – 1) + cS_CNE).

no.	propertya	range of nb	ref	a	b	c	R	S	Nc	F
1	Tb	2–100	(17)	4.6973	–0.004569	0.51040	0.9999	0.0057	34	73 691.18
2	Tc	2–20	(20)	5.2972	–0.008981	0.42758	0.9999	0.0030	19	65 747.43
3	Pc	2–20	(20)	1.9097	–0.050147	–0.24698	0.9992	0.0191	19	5084.85
4	Cp	4–16	(21)	3.6382	0.025666	0.66368	0.9997	0.0099	11	7888.46
5	λ	5–16	(22)	–2.7579	–0.014647	0.30762	0.9944	0.0101	7	177.44
6	ST	5–16	(22)	1.1369	–0.048077	0.86717	0.9990	0.0108	7	978.56
7	μ	5–35	(18)	–5.6286	0.043485	1.79992	0.9996	0.0448	28	14 301.74
8	nD	4–20	(21)	0.15997	–0.003447	0.076226	0.9987	0.0012	16	2534.24
9	Pv	2–16	(21)	7.4528	–0.461790	–0.36834	1.0000	0.0103	15	347 794.19
10	ω	2–20	(23)	–3.2314	–0.005694	0.90514	0.9997	0.0158	19	13 904.65
11	Ip	2–11	(19)	2.5643	0.004981	–0.12156	0.9996	0.0020	10	4094.40
12	D	5–16	(19)	–1.0445	–0.016174	0.30966	0.9994	0.0025	12	3850.05
13	TF	3–16	(24) and (25)	4.4783	0.000031	0.45456	0.9970	0.0213	14	915.62
14	Pw	2–8	(26)	1.1261	0.536478	0.12495	0.9990	0.0716	6	736.35

^aT_b, boiling point (K); T_c, critical temperature (K); P_c, critical pressure (MPa); C_p, heat capacity (J·mol^–1·K^–1); λ, thermal conductivity (W·m^–1 K^–1); S_T, surface tension (mN·m^–1); μ, liquid viscosity [μm Pa·s(300 K)]; n_D, refractive Index; P_v, vapor pressure (regression in the form of log P_v); ω, acentric factor; I_p, ionization potential (eV); D, liquid density (g·cm³); T_F, flash point (K); and P_w, partition coefficient (regression in the form of log P_w). These properties data are listed in the Supporting Information.

^bCarbon atom number range.

^cNumber of data points.