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ChargeDensityWave nanowires

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bulk CDW properties studied in detail; much less in known about the ... Matveev & Glazman, Phys. Rev. Lett. 70, 990 (1993) Environment' (Z-transmission line) ... – PowerPoint PPT presentation

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Title: ChargeDensityWave nanowires


1
Charge-Density-Wave nanowires
Erwin Slot Mark Holst Herre van der Zant
Sergei Zaitsev-Zotov Sergei Artemenko Robert
Thorne
Molecular Electronics and Devices group
http//med.tn.tudelft.nl/
2
submicron CDW devices
etched wires in crystals
nanowires
thin films
junctions/constrictions
5mm
submicron probes
bulk CDW properties studied in detail much less
in known about the microscopic details
3
multi-chain nanowires
NbSe3 wires
Ultrasonic cleaving in pyridine
Disperse on substrate with predefined markers
4
contacting nanowires
2 mm
E-beam lithography Buffered Hydrofluoric acid (4
sec) Deposition of Ti and Au width 30-300 nm,
thickness 10-50 nm Lowest contact resistance
100 W
5
linear resistance measurements
power-law behavior E. Slot et al. Phys. Rev.
Lett. 93 (2004) 176602
reducing cross section
1D CDW dynamics E. Slot et al., Phys. Rev. B 69
(2004)
6
threshold field increases as cross section
decreases
T120 K
7
1D collective pinning single phase coherent
domain
2D
1D
slope 2/3
evidence of 1D weak collective CDW pinning ET ?
(1/A)2/3
slope 1/2
surface and 2D pinning with ET ? (1/A)1/2 can be
excluded
E. Slot et al., Phys. Rev. B 69 (2004)
8
no evidence for single-particle model in IV
characteristics
ET
-ET
pinned
sliding
sliding
10-3 mm2
3 x 10-3 mm2
7 x 10-3 mm2
single-particle expectation
22 x 10-3 mm2
T120 K
9
gradual reduction of transition temperatures as
cross section decreases
R/L (kW/mm)
R/L (kW/mm)
10
power-law behavior in R(T)
11
power-law behavior in I-V(T)
R ? T-a a 2.15 I ? Vb b 4.2
I/Ta1 C sinh(geV/kBT) G(1b/2igeV/pkBT)2
power-law in both I(V) and R(T), and scaling
behavior (bosonic excitations with linear
spectrum) are a fingerprint for 1D transport
12
power-law behavior due to uncondensed carriers !
coexistence of power law behavior and sliding
threshold in IVs
no abrupt decrease of nonzero TP1,TP2
R/L (kW/mm)
R/L (kW/mm)
13
multiwall carbon nanotubes
Bachtold et al., Phys. Rev. Lett. 87, 166801
(2001)
14
and
MWNT
NbSe3
  • Both diffusive conductors
  • Both interaction between chains
  • Both show power-law behaviour
  • Both show scaling of I(V)s

Xinluo Zhao et al., Phys. Rev. Lett. 90, 187401
(2003)
7 Å
7 Å
LL and ECBT have the same dependencies on energy
15
Environmental Coulomb Blockade
Ingold Nazarov, Single charge tunneling Matveev
Glazman, Phys. Rev. Lett. 70, 990 (1993)
Coulomb blockade is smeared by quantum
fluctuations in the leads
Environment (Z-transmission line)
I(V) ? Vb b 2Z/RQ 1
V
Junction
16
nanowire as transmission line
R
L
G
C
V
For NbSe3 nanowire Kinetic inductance L 17
nH/mm (very high!) Capacitance C 10 aF/mm
Z 41 kW ?
1.6RQ
17
nanowire with tunnel barrier
LC
V
wL gt R ? h?gt 0.4 meV
measurement
I(V) ? Vb b 2Z/RQ 1 ? 4.2
model
b 4.2
Z 41 kW ? 1.6RQ
18
model reproduces dependence of exponents of R(T)
on cross section
19
low carrier density (1018 cm-3 30 nm distance
between electrons) and low Fermi energy indicate
the importance of e-e interactions
Environmental Coulomb Blockade
But applicability of ECB is not clear developed
for a single junction
  • Alternative model Wigner crystal
  • Coulomb energy larger than Fermi energy
  • Power-law exponent determined by localization
    length

Data in agreement with general concepts
describing 1D conductors. At present no full
theory describing our system with many channels
and disorder.
20
gate effect periodic features are NOT observed
switches occur with pulses on the gate
IVs are switchy when the gate is not grounded
21
Conclusions
  • As the cross-section of CDW nanowires becomes
    smaller, the Peierls temperature gradually
    decreases and the threshold field increases (1D
    collective pinning)
  • Below TP2 NbSe3 nanowires with less than 1000
    chains in total show power-law behavior typical
    for 1D transport
  • Data in agreement with general concepts
    describing 1D
  • conductors. At present no full theory describing
    our
  • system with many channels and disorder
  • Role of impurities discussed by Artemenko on
    Monday

22
conclusions
  • Current conversion occurs through strain-induced
    phase-slip processes (changes on the micron
    scale)
  • Importance of strain change in the chemical
    potential (negative resistance)
  • Energy spectroscopy in CDW junctions and weak
    links evidence for solitons
  • A single phase coherent CDW domain can not be
    described with the single particle model
  • Thin NbSe3 nanowires show the characteristics of
    one-dimensional transport (power-law behavior
    low electron density)
  • A full microscopic CDW model needed

23
gradual reduction of transition temperatures as
cross section decreases
bulk sample
24
1D collective pinning
Fukuyama-Lee-Rice Hamiltonian
3D Weak pinning
1D Weak pinning
ET independent on size
ET ? (1/A)2/3
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