Zetapotenzial
The benefits of using zeta potential measurements to improve formulation stability and shelf life and reduce formulation time and cost.
Zeta potential is a measure of the magnitude of the electrostatic or charge repulsion or attraction between particles, and is one of the fundamental parameters known to affect stability. Its measurement brings detailed insight into the causes of dispersion, aggregation or flocculation, and can be applied to improve the formulation of dispersions, emulsions and suspensions.
Speed of introduction of new formulations is the key to product success. Measurement of zeta potential is one of the ways to shorten stability testing by reducing the number of candidate formulations, hence reducing the time and cost of testing as well as improving shelf life.
In water treatment, monitoring dosage using zeta potential measurements can reduce the cost of chemical additives by optimizing the dosage control.
The measurement of zeta potential has important applications in a wide range of industries including; ceramics, pharmaceuticals, medicine, mineral processing, electronics and water treatment.
Malvern Instruments’ Zetasizer Nano provides a simple, fast and accurate way to measure zeta potential. The unique disposable capillary cell ensures there is no cross contamination between samples, which improves the simplicity, speed and accuracy of the measurement.
Zeta potential products
Applications: characterization of nanoparticles and colloids
Measurement types: zeta potential
Zeta potential size range: 3.8nm - 100µm
See the Zetasizer Nano Z
Applications: characterization of nanoparticles, colloids and proteins
Measurement types: particle / molecular size, absolute molecular weight, zeta potential.
Zeta potential size range: 3.8nm - 100µm
See the Zetasizer Nano ZS
Applications: characterization of nanoparticles and colloids
Measurement types: particle / molecular size, absolute molecular weight, zeta potential
Zeta potential size range: 3.8nm - 100µm
See the Zetasizer Nano ZS90
Malvern solutions for Zeta potential
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