Synthetic Molecules
These additives are the sodium or methyl glucamine salt of triiodobenzoic acid and of metrizoic acid. It should be kept in mind that the parent acid of these salts may precipitate on adjusting the pH to acidic values. Metrizamide, a covalently bonded compound of glycosamine and metrizoic acid is most widely used. This additive forms solutions of relatively low viscosity. These solutions are stable over a wide range of pH and ionic strength, and show practically no interference with the analytes.
References:
R. Hinton M. Dobrota, in: Laboratory Techniques in Biochemistry and Molecular Biology (TW.Work, E.Work, ebs.), North Holland Publ.Comp., Amsterdam (1976).
Nomogram for Determination of g-number x
Formula(1) describes the dependence of the cetrifugal field g (in g-numbers x) with revolutions per min, n, and with distance, r (in centimeters), from the midpoint of the rotor to the point at which the field is determined.
xg= 1118 x 10-8 x r x n2 (1)
(g= gravity accelaration of earth)
Properties of Aqueous Solutions of 84097 and 84099 Sucrose BioUltra
(Density, Refractive Index and Viscosity vs w/w-% sucrose)
For explicit data on the viscosity and refractive index of aqueous solutions at various temperatures: D. Ridge, in: Centrifugal Separations in Molecular and Cell Biology (D. D. Birnie, D.Rickwood, eds.), p.33, Butterworth, London and Boston (1978) Barber, Natl. Cancer Inst. Monographs 2;, 219 (1966)
Density of Gradient Centrifugation Media and their Useful Range calculated from n25 D
| |
p lower |
p upper |
Density (r ) at 25°C |
|
| CsCI |
1.0 |
1.9 |
1.1584-10.2219 n25D + 7.5806 n25D)2 |
| Cs2SO4 |
1.15 |
1.8 |
0.9945 + 11.1066 (n25D-n0) - 26.4460 (n25D-n0 |
| CsBr |
1.05 |
1.5 |
2.7798 - 12.2102 n25D + 8.1615 (n25D)2 |
| Metrizamide |
1.05 |
1.42 |
3.350 n20D- 3.462 (20°C) |
| NaCI |
1.0 |
1.2 |
4.23061 n25D-4.64125 |
| NaBr |
1.1 |
1.4 |
6.4786 n25D - 7.6431 |
| RbCI |
1.08 |
1.35 |
21.7661 - 39.2834 n25D + 17.7843 (n25D)2 |
| Sucrose |
1.0 |
1.35 |
See below, equation (2) |
|
Calculation of Density of Sucrose between 0° and 30°C [1]
p (T) = (B1+ B2T+ B3T2) + (B4 + B5T+ B6T2)Y + (B7 + B8T + B9T2)Y2 (2)
T = Temperature °C
Y = weight fraction of sucrose in solution
B1-9 = constants
B1: 1.00037
B2: 3.96805x10-5
B3: -5.85133 x10-6
B4: 0.389824
B5 -1.05789x10-3
B6: 1.23928x10-5
B7: 0.170976
B8: 4.75301 x10-4
B9: -8.92397x10-6
Tables of density and refractive index vs w/w-% solutions of sucrose and CsCI can be found in [2]
References
- Barber, Natl. Cancer Inst. Monographs 21, 219 (1966).
- R.M.C. Dawson et al., Data for Biochemical Research, Clarendon Press, Oxford (1986)