Agilent Basics of Zeta Potential Application Note

This Application Note describes the nature of the electrostatic potential near the surface of a particle, called the zeta potential. It explains how the zeta potential is determined by measuring the velocity of the particles in an electric field. It also explains how the charge on the particle surface affects properties of suspensions and emulsions.


Agilent Basics of Zeta Potential Application Note - cover page
Brand
Agilent
Category
Other Electronics
Document type
Application Note
Language
English
Pages
4
File format
PDF
File size
182 KB
Published
02 July, 2012
Updated
30 September, 2023
MD5 checksum
EEFE2356202B928112500269E8BE2AC9

About this manual

This document describes the electrostatic potential near the surface of a particle, known as the zeta potential. It explains how this potential is determined by measuring the velocity of particles in an electric field and how the charge on the particle surface affects the properties of suspensions and emulsions.

The text details the charge distribution around particles and the measurement process using electrophoresis. It specifically mentions the Agilent 7020 ZetaProbe, noting its unique method of measuring particle motion in MHz electric fields via sound waves, contrasting it with standard optical techniques. The document concludes by stating that a zeta potential magnitude greater than 25 mV is generally required to maintain a stable, dispersed system.

What's inside

  • Introduction
  • Charge distribution
  • Measuring the charge
  • Electrophoresis
  • Charge affects properties
  • Conclusion

Frequently asked questions

What is the minimum zeta potential magnitude needed for a stable suspension?

The zeta potential will usually need to be kept above 25 mV in magnitude to keep the system in a disperse state.

How does the Agilent 7020 ZetaProbe measure particle motion?

It measures particle motion by measuring the sound waves that the particles emit as they shake back and forth in MHz electric fields.

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