NQontrol
NQontrol provides digital feedback control for quantum-optical experiments, implementing up to eight simultaneous feedback loops at 200 kHz with per-channel filtering to stabilize optical resonators and laser frequencies using techniques such as Pound-Drever-Hall (PDH) locking.
Key Features:
- ADwin platform: Implemented on the ADwin platform for real-time digital control.
- Eight simultaneous feedback loops: Supports eight independent feedback loops operating concurrently.
- 200 kHz sampling frequency: Each feedback loop can sample and update at 200 kHz.
- Five second-order filtering sections per channel: Provides five second-order filters per channel for shaping feedback transfer functions.
- Pound-Drever-Hall (PDH) locking implementation: Includes a PDH lock implementation applicable to optical resonators.
- Python support package: Supplies a Python package with programmatic access and control routines for the platform.
Scientific Applications:
- Laser frequency stabilization: Stabilizes laser frequency to optical resonators and high-finesse optical cavities using PDH locking.
- Quantum-optical experiments: Provides rapid-response digital feedback for dynamic quantum-optical and precision measurement setups.
- Benchmarking versus analog control: Demonstrated comparison against a traditional analog reference implementation for feedback-control performance.
Methodology:
Real-time digital feedback-control implemented on the ADwin platform with eight concurrent loops sampled at 200 kHz, five second-order filters per channel, and an implemented Pound-Drever-Hall (PDH) locking routine; a Python package provides programmatic control.
Topics
Details
- Tool Type:
- command-line tool
- Programming Languages:
- Python
- Added:
- 1/18/2021
- Last Updated:
- 3/13/2021
Operations
Publications
Darsow-Fromm C, Dekant L, Grebien S, Schröder M, Schnabel R, Steinlechner S. NQontrol: An open-source platform for digital control-loops in quantum-optical experiments. Review of Scientific Instruments. 2020;91(3). doi:10.1063/1.5135873. PMID:32260013.