Proton Resonance: A Questionable Procedure
A critical examination of the proton resonance process for the production of colloidal metals
The proton resonance process is promoted by several companies as a modern method for producing colloidal metals. It is said to break down metals into tiny particles through vibrations and proton resonance, which are then suspended in water – without chemicals. But how exactly does it work? And does the process deliver what it promises?
Manufacturers claim that the process is based on the “natural resonance” of the metals. Targeted frequencies are said to release metal particles that remain stable and pure – with a shelf life of up to 24 months and a purity of 99.9999 %. That sounds impressive, yet technical details are missing. Which frequencies are used? How is the energy coupled in? Without clear answers the process remains nebulous.
A central problem is the lattice energy of a metal – the force that holds atoms together in the crystal. For gold it is 368 kJ/mol, for platinum even 565 kJ/mol. To release particles this energy must be overcome. With electrolysis at 9–24 V it can be seen that only 1 ppm of gold dissolves in 24 hours – metals with higher lattice energy such as platinum remain untouched. Ionic solutions are produced here as well, not true colloids.
List of metals sorted by lattice energy (in kJ/mol):
• Zinc (Zn): 130 kJ/mol
• Indium (In): 243 kJ/mol
• Silver (Ag): 285 kJ/mol
• Copper (Cu): 339 kJ/mol
• Gold (Au): 368 kJ/mol
• Germanium (Ge): 372 kJ/mol
• Palladium (Pd): 376 kJ/mol
• Chromium (Cr): 397 kJ/mol
• Iron (Fe): 416 kJ/mol
• Cobalt (Co): 425 kJ/mol
• Silicon (Si): 446 kJ/mol
• Vanadium (V): 514 kJ/mol
• Rhodium (Rh): 556 kJ/mol
• Platinum (Pt): 565 kJ/mol
• Molybdenum (Mo): 658 kJ/mol
• Iridium (Ir): 670 kJ/mol
• Rhenium (Re): 775 kJ/mol
• Tantalum (Ta): 782 kJ/mol
Unresolved questions about the process
How could resonance achieve this? In theory, vibrations – for example through ultrasound – could destabilise the lattice. Ultrasound generates cavitation bubbles which, upon collapse, create local pressure peaks and might tear off particles. Yet the energy would have to be enormous to break a massive metal lattice directly. A combination with other forces, such as weak fields or mechanical energy, is more likely – pure vibrations alone appear implausible.
The marketing claims sound tempting, but without physical evidence scepticism remains appropriate. It could be an optimised form of known technology, yet the secrecy fuels doubts. In contrast, there are proven methods: the high-voltage plasma process, developed by Georg Bredig in 1898 and used worldwide ever since, vaporises metal with an electric arc and produces stable colloids. Laser ablation has been established since the 1990s and uses laser pulses to ablate nanoparticles precisely. Both overcome lattice energy effectively and deliver true colloidal dispersions – unlike electrolysis, which fails at low voltage and produces only ionic solutions. Whether the proton resonance process can match these classics remains to be proven.
More on the topic: Production of colloidal metals
• Electrolysis does not produce colloidal metals
• Differences between electrolysis and high-voltage plasma process
• Colloids: Which ppm value is the most effective?
• Application and dosage of colloidal metals