Description:
Electrical Potentials for Nano Manufacturing and Machining Difficult-To-Cut Materials
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)
Invention Summary
The invention concerns devices and methods for machining materials. Such devices create an electrical potential between an electrode and a work piece. The electrical potential establishes an electrical field within the work piece which is expected to repel electrons and form a region of positively charged ions. As a result, this region is expected to weaken and the material should be removable from this region of the work piece by using less force and energy.
Market Opportunity
Traditional machining of a work piece demands the use of cutting tools that are capable of machining strong and hard materials. In the cases were the work material is extremely hard, strong or brittle, or has a low thermal conductivity, there is a difficulty in finding a tool material that is capable of machining such difficult materials. With this invention, a cutting tool can be softer and weaker than the work materials. Since industries continue to use harder and stronger materials to improve their products’ performance, this invention can become a new approach to machining difficult-to-cut tools as well as nano manufacturing, particularly .
Features and Benefits
Through this invention, a cutting tool will be softer and weaker than work piece materials, as long as there are appropriate amounts of electrical potential being applied in the work piece during the cutting process.
Part of the invention is a method for machining an electrically conducting work piece such as positioning an electrode proximate to the work piece.
There is a voltage source electrically connected between electrode and work piece.
Invention also includes a device for machining non-conducting work pieces.
Intellectual Property
Published International PCT Patent Application: No. WO 2017/201047