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3
Simulation Results
1.6
1x10 6
DM-DGS
DMG
SMG
DM-DGS
DMG
SMG
9x10 5
1.4
8x10 5
7x10 5
1.2
6x10 5
1.0
5x10 5
4x10 5
0.8
3x10 5
2x10 5
0.6
1x10 5
M L1 M L2
0
0.4
0.00
0.02
0.04
0.06
0.00
0.02
0.04
0.06
Along the lateral direction of the device ( μ m)
Fig. 2. Potential and Electric field of SMG, DMG, DM-DGS devices along the channel
direction near the silicon-oxide interface at V DS = 1 V for L =40 nm, T si =8 nm and T ox =2 nm
Fig. 2 shows the potential and electrical field distributions along the channel
direction near the silicon-oxide interface for a drain voltage (V DS ) = 1 V and gate
voltage (V GS ) of 1 V. The potential distributions of DMG and DM-DGS DGJLT have
abrupt change at the workfunction transition point from W M1 to W M2 , whereas SMG
DGJLT follows a monotonous trend from source to drain. This enhances the electric
field of DMG and DM-DGS with two peaks, but for SMG DGJLT there is only one
peak near the drain. Out of the three devices mentioned, DM-DGS has lowest peak
near the drain, indicating that it suppresses SCE and hot carrier effect more
effectively. This is due to better gate control of DM-DGS on the channel region. The
electron velocity in the channel can be controlled by tailoring the first peak with
proper workfunction of the metal gates [11].
45
1.6
40
1.4
35
1.2
SMG
DM-DGS
DMG
30
DM-DGS
DMG
SMG
1.0
25
0.8
20
0.6
15
0.4
10
0.2
5
0.0
0
-0.2
0.0
0.2
0.4
0.6
0.8
1.0
Gate Voltage, V GS (V)
Fig. 3. Transconductance (G m ) and transconductance to drain current ratio (Gm/I D ) with respect
to gate voltage for the devices at V DS = 1 V for L =40 nm, T si =8 nm and T ox =2 nm
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