This inventor holds 1 USPTO granted patent. Top assignee: British Nuclear Fuels Plc. Active years: 1997.
Company Filing History:
Years Active: 1997
Title: Keith D Bartle: Innovator in Solute Separation Technology
Introduction
Keith D Bartle is a notable inventor based in Leeds, GB. He has made significant contributions to the field of solute separation from solutions. His innovative approach has led to the development of a unique method that enhances the efficiency of separating solutes from supercritical fluids.
Latest Patents
Keith D Bartle holds a patent for a method of separating a solute from a supercritical fluid. This method involves reducing the pressure of the supercritical fluid and mixing it with another fluid, such as an inorganic or organic solvent, under pressure. This process results in a partial reduction in the pressure of the supercritical fluid, followed by a reduction of the pressure of the fluid mixture. The fluid mixture pressure reduction may occur in a collection device, which can include a collection solvent already present. The other fluid used to depressurize the supercritical fluid may also act as a collection solvent in the collection device. This device may consist of one or more collection vessels, a solid phase trap, or a packed column for trapping and collecting the solute.
Career Highlights
Keith D Bartle is associated with British Nuclear Fuels Plc, where he applies his expertise in innovative separation technologies. His work has been instrumental in advancing methods that improve the efficiency of solute separation processes.
Collaborations
Some of his notable coworkers include Neil Graham Smart and Mark D Burford. Their collaborative efforts contribute to the innovative environment at British Nuclear Fuels Plc.
Conclusion
Keith D Bartle's contributions to solute separation technology exemplify the impact of innovation in scientific research and industrial applications. His patent reflects a significant advancement in the field, showcasing his dedication to improving separation methods.