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. 2021 Apr 30;11(5):331. doi: 10.3390/membranes11050331

Table 1.

Physicochemical properties of hydrophilic solutes.

Solute Mw
(Daltons)
ρ (g/cm3) D (cm2/s × 10−5)
at 37 °C
re (nm) r0 (nm) r (nm)
Formamide (1-14C) 45.04 1.133 2.20 (a) 0.14 (h) 0.25 (j) 0.19 (k)
Acetamide (1-14C) 59.07 1.160 1.75 (a) 0.17 (h) 0.27 (j) 0.22 (k)
Ethylene glycol (1,2-14C) 62.1 1.113 1.59 (b) 0.19 (h) 0.28 (j) 0.23 (k)
Glycine (1-14C) 75.1 1.161 1.38 (c) 0.22 (h) 0.29 (j) 0.25 (k)
D-Arabinose (1-14C) 150.1 1.625 1.06 (d) 0.29 (h) 0.33 (j) 0.31 (k)
D-Mannitol (1-14C) 182.2 1.520 0.91 (e) 0.35 (h) 0.36 (j) 0.36 (k)
Sucrose (14C(U)) 342.3 1.587 0.72 (d) 0.43 (h) 0.44 (j) 0.44 (k)
5-Carboxyfluorescein 376.3 - 0.64 (f) 0.49 (h) - 0.49
Sulforhodamine B 558.7 - 0.46 (f) 0.68 (h) - 0.68
FITC-4 kDa dextran ~4457 - 0.157 (g) 1.61 (i) - 1.61
FITC-10 kDa dextran ~9479 - 0.106 (g) 2.29 (i) - 2.29

D was obtained from (a) Gary-Bobo and Weber [27], (b) Byers and King [28], (c) Longsworth [29], (d) Mogi et al. [30], (e) Peck et al. [31], (f) the Wilke-Chang equation [32] D = [ 7.4 × 10−8 × ( 2.6 · M )1/2 · T]/[η · V0.6], where M is molecular weight of water, T is absolute temperature (300 K), η is viscosity of water (0.7 mPa·s) and V is molecular volume and (g) Deen et al. [33]; re was calculated from (h) the Stokes–Einstein equation re = ( k · T )/( 6 · π · η · D ), where k is the Boltzmann constant (1.38 × 10−23 J/K); (i) re = 0.33 × ( Mw )0.463 [26]; (j) r0 was calculated from r0 = ( 3 · Mw )/( 4 · π · ρ · N )1/3, where ρ is density and N is Avogadro’s number (6.02214 × 1023) [25]; and (k) r was calculated as ( re + r0 )/2.