RF Excitation of the STM Eudean Sun, UC Berkeley, EECS Joonhee Lee, Xiuwen Tu Dr. Wilson Ho IM-SURE Fellow: Graduate Students: Faculty Mentor:
Dec 17, 2015
RF Excitation of the STM
Eudean Sun, UC Berkeley, EECSJoonhee Lee, Xiuwen TuDr. Wilson Ho
IM-SURE Fellow:Graduate Students:
Faculty Mentor:
Scanning Tunneling Microscope Angstrom Resolution Microscope Tunneling Current
Quantum Tunneling
JT – tunneling current
VT – DC bias
s – tip-sample distance
Order of magnitude change in JT for every angstrom change in s.
sAVJ TT2/1exp
Scanning Feedback loop
Piezoelectric drives to position sample Ceramic materials that distort with voltage for high-precision
positioning
Maintain constant tunneling current by adjusting tip-sample distance
RF Excitation via a Coil 800MHz – 2.0GHz, 100MHz steps Resonance
Experimental Data
The Model SolidWorks, AutoCAD, Ansoft’s HFSS – High
Frequency Structure Simulator Finite Element Method, like FEMLAB
The Model cont’d Parts:
Inner radiation shield Sample holder Sample RF coil Crosspiece Tip
Excitation 2mA current
Solution Frequency sweep Fields along polylines
Preliminary Results Resonance due to radiation shield
Making a Better Model Added parts:
Outer shield
Coaxial cable
Rails / Grabber
Making a Better Model cont’d New excitation
Wave port Finer mesh
Making a Better Model cont’d Rebuilt all parts in HFSS
Transferring between SolidWorks/AutoCAD and HFSS was inconsistent
Refined solution setupAdded parametric analysis to plot E field
across sample for four different tip-sample distances: 1e-6, 1e-5, 1e-4, 1e-3 in.
Increased data points across polylines to 10,000 for plotting fields.
The New Model…in Color
Results Frequency Sweep
Results cont’d Parametric Analysis
Results cont’d
Results cont’d
Results cont’d Field plots
Results cont’d
Problems Resonance in simulation at 1.2GHz,
1.4GHz, 2.0GHz primarilyResonance in experiment at 800MHz,
1.2GHz, 1.3GHz, 2.0GHz primarily Parametric analysis shows large E field
differences between 1e-3 in, 1e-4 in, and 1e-5 in, but not a big jump between 1e-5 in and 1e-6 in.
“Out of memory”
Potential Fixes Better geometry Finer meshes
Limitations Model complexity
Can’t include everything, but what parts will affect resonance most?
Computer speed 2.66GHz Pentium 4 – 20 hours to complete one
analysis
RAM 1GB physical + 4GB virtual memory “Out of memory”, literally, when finer meshes applied
Acknowledgements Dr. Wilson Ho Joonhee Lee Xiuwen Tu IMSURE Program