Angewandte
Chemie
observed at negative(positive) back-gate voltages, respec-
tively. The amplitude of this charge transfer can be estimated
as follows; the created interface dipole induces a modification
of the surface potential Df according to:
semiconductor resistor (MOCSER) has already been
observed upon exposure to gas.[17]
The design of FET sensors allows us to modulate the
output by applying the optimum gate voltage and thus
enhancing the response. Hence, DI/I0 is maximized at V0. In
the case of Figure 3, V0 is at VGS = ꢀ2 V. At this gate voltage,
IDS increases by a factor of two to four orders of magnitude
upon exposure to vapors of DPCP.[18]
end
ð1Þ
Df ¼
eSAM
A
To avoid charge-trap effects or Joule effect[19] during the
IDS versus time measurement, we developed a pulsed
acquisition mode. Figure 5 shows a stable IDS before exposure
with e the elementary electron charge, n the number of
transferred charge per molecule, d the size of the interface
dipole (between its two sides), eSAM the dielectric constant of
the self-assembled monolayer (SAM), and A the area per
molecule. We assume that d is of the same order of magnitude
as the distance between the positive charges localized on the
N atom of compound 1 and the silicon surface and can be
estimated to d = 0.7–0.8 nm. We take eSAM ꢂ 2.0–2.5, a usual
value for organic monolayers. Without a precise knowledge of
the molecular organization and packing inside the monolayer
of 1 (or 2), and accordingly to the size of the molecule
elucidated by X-ray crystallographic data (we assume here
that the tilt angle of the molecule with respect to the surface
normal is q = 08), we can calculate an average molecular
density of approximately Ncalc ꢂ 2.8 ꢂ 1014 molecules.cmꢀ2,
that is, A ꢂ 35 ꢁ2. We have not a direct measurement of Df,
but we can estimate it from the shift of the back-gate voltage.
Considering the classical scaling rules of the FET device, a
potential change of Df at a distance d (through a material
with a dielectric constant eSAM) from the Si channel (virtual
top gate) is roughly equivalent to a change DVGS of the back-
gate voltage through a gate oxide tox (dielectric constant eox) if
Figure 5. 4ꢁ1 mm2 functionalized SiNR-FET, IDS measured in pulsed
mode as a function of time (VDS =ꢀ1 V, VGS =V0 =ꢀ2 V). DPCP
vapors were introduced at t=240 s. The device is the same as in
Figure 3.
DVGS = (tox/d)(eSAM/eox)Df. With
tox = 140 nm, eox = 3.9, a
back-gate shift of approximately 7.3 V corresponds to Df
ꢂ 70 mV. From Equation (1), we estimated that approxi-
mately 4 ꢂ 10ꢀ3 electron/molecule are transferred from Si to
the molecules (or equivalently, ca. 1.1 ꢂ 1012 electron.cmꢀ2).
While deduced using crude approximations, this value is in
agreement with other results on functionalized silicon surfa-
ces and devices.[15,16] A more detailed analysis of SiNR-FET
would require 2D device simulations, which is beyond the
scope of this Communication.
The transfer characteristic of pristine SiNR-FETs pres-
ents no substantial deviation upon exposure to vapors of
DPCP. The sensitivity of the SiNR-FET sensor is thus
inherent to the chemical functionalization of the semicon-
ducting channel.
An increase of IDS min can also be observed upon
exposure to DPCP vapors which could be ascribed to gate
leakage. The IGS–VGS measurements were carried out before
and after exposure to vapors of DPCP, they show no
significant variation (see Figure S6 in the Supporting Infor-
mation). However, as after exposure V0 is shifted towards
more positive values and because IGS increases with the gate
voltage, a tiny part of the increase in the IDS min can result
from this gate leakage. We also surmise that the charge
transfer at the silicon–molecule interface involved to explain
the IDS–VDS shift can also affect the off current, because
charge density in the nanoribbon are modified by this
interface dipole. For example, change in the conductance/
resistance value of a molecular-controlled functionalized
to DPCP vapors. After exposure, IDS rose immediately with a
steep current increase and a plateau was reached within few
tens of seconds. The signal remained stable, thus suggesting
that all the chemical receptors had reacted. The small
differences (i.e. a factor 2 to 4) between the currents IDS
before and after DPCP exposure measured by the pulsed
method (Figure 5) and the ramp method (Figure 3) are
usual[20] and have been ascribed to phenomena such as
hysteresis, slow current drift, or local heating which affect the
static method and not the pulsed one. It must be noted that
the vapor pressure of DPCP was measured in the 500–800 ppb
range, which reveals how sensitive these sensors are. More-
over, the sensor is cumulative, which is appropriate to OPs
toxicity which poisons cumulatively the nervous system.[21]
Besides very good sensitivity, a crucial point in the
realization of chemical sensors is to achieve high selectivity.
The response of our sensor was evaluated for various common
organic compounds and gases (Figure 6). No significant
variation was observed for these molecules. It appears that
the response of the sensor is much higher for DPCP compared
to the other compounds. Moreover, it should be emphasized
that the response under DPCP vapors was obtained at a sub-
ppm concentration (see above) while the sensor exhibited
extremely weak responses for exposures to other compounds,
at concentrations close to their vapor pressure (> 20000 ppm,
see Table S6 in the Supporting Information). As a conse-
Angew. Chem. Int. Ed. 2010, 49, 4063 –4066
ꢀ 2010 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim