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)
Invention Summary:
Cryogen-free cryostats have attracted attention due to their significant reduction in cost and labor to cool systems to cryogenic temperatures. With cryogen-free cryostats helium does not need to be refilled, which allows experiments to run indefinitely without interruption. This also means that the costly drawing from the worlds scarce helium supply is avoided. However, a major disadvantage with cryogen-free cryostats is that their pulse tubes generate strong mechanical vibration (noise) which interferes with the quality of vibration sensitive measurements, such as scanning tunneling microscopes (STMs).
Researchers at Rutgers University have created a novel internal vibration isolation unit that is able to connect to existing cryogen-free cryostats and reduce their noise level low enough to operate STMs. The invention utilizes passive and active damping to reduce the vibrational noise reaching the STM. The invention also features separate vacuum seals and the ability to monitor tilting, movement, and vibration sensing. Further, the ultra-compact design allows the unit to fit in a tightly restricted space.
Market Applications:
- Materials analysis
- Vibration control
- Scanning probe spectroscopy and microscopy at nanoscale
- Atomic scale spectroscopy of nanomaterials
- Surface analysis of nanomaterials
- Magnetic properties at nanoscale
- Electronic properties of nanomaterials
- Atom manipulation/assembly
- Quantum technology
Advantages:
- Highly compatible with existing cryogen-free cryostat products
- Significantly lowers noise level in cryogen-free cryostats to operate STMs
- Separate vacuum seals ensure clean experiment environment
- Ultra-compact design
Intellectual Property & Development Status:
Patent pending. Available for licensing and/or research collaboration.