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Linearity and speed optimization in SOI LDMOS using gate engineering

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1 Linearity and Speed Optimization in SOI LDMOS using Gate Engineering Radhakrishnan Sithanandam and M. Jagadesh Kumar 1 Abstract The major challenge the RF LDMOS faces today is the linearity and switching delay. In this paper, we propose a new, gate engineered SOI LDMOS device to overcome this problem. The proposed device has three gates arranged in stepped manner, from channel to drift region. The first gate uses p + poly (near the source), whereas the other two gates have n + poly. The first gate with a thin gate oxide achieves good control over channel charge. The third gate with a thick gate oxide at the drift region achieves reduced gate to drain capacitance. The arrangement of second and third gate in stepped manner in the drift region spreads the electric field uniformly. Using two dimensional device simulations, the proposed LDMOS is compared with the conventional LDMOS. We demonstrate that the proposed device exhibits significant enhancements in linearity, switching delay, breakdown voltage, on-resistance, peak transconductance and gate- drain charge making it highly suitable for RF power amplifiers. Index Terms LDMOS, SOI, linearity, breakdown voltage, transconductance, gate charge, switching speed. 1 The authors are with the Department of Electrical Engineering, Indian Institute of Technology, Delhi 110 016, India (e-mail: [email protected]). Radhakrishnan Sithanandam and M. Jagadesh Kumar “Linearity and speed optimization in SOI LDMOS using gate engineering,” Semiconductor Science and Technology, Vol.25, Article No. 015006, January 2010.
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Linearity and Speed Optimization in SOI

LDMOS using Gate Engineering Radhakrishnan Sithanandam and M. Jagadesh Kumar1

Abstract

The major challenge the RF LDMOS faces today is the linearity and switching delay. In this

paper, we propose a new, gate engineered SOI LDMOS device to overcome this problem. The

proposed device has three gates arranged in stepped manner, from channel to drift region. The

first gate uses p+ poly (near the source), whereas the other two gates have n+ poly. The first gate

with a thin gate oxide achieves good control over channel charge. The third gate with a thick gate

oxide at the drift region achieves reduced gate to drain capacitance. The arrangement of second

and third gate in stepped manner in the drift region spreads the electric field uniformly. Using

two dimensional device simulations, the proposed LDMOS is compared with the conventional

LDMOS. We demonstrate that the proposed device exhibits significant enhancements in

linearity, switching delay, breakdown voltage, on-resistance, peak transconductance and gate-

drain charge making it highly suitable for RF power amplifiers.

Index Terms

LDMOS, SOI, linearity, breakdown voltage, transconductance, gate charge, switching speed.

                                                            1 The authors are with the Department of Electrical Engineering, Indian Institute of Technology, Delhi 110 016, India (e-mail: [email protected]).

Radhakrishnan Sithanandam and M. Jagadesh Kumar “Linearity and speed optimization in SOI LDMOS using gate engineering,” Semiconductor Science and Technology, Vol.25, Article No. 015006, January 2010.

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I. INTRODUCTION

Laterally double-diffused metal oxide semiconductor (LDMOS) technology is the dominant

technology used for radio frequency (RF) power amplifier applications [1]. Especially, LDMOS

on silicon-on-insulator (SOI) substrate, gained significant importance because of its inherent

dielectric isolation, improved RF performance and reduced parasitics [2]. But due to stringent

linearity requirements for future wireless standards, there is a continuous need to improve the

linearity and switching delay of LDMOS based power amplifiers [3]. Traditionally, linearity is

achieved using circuit level linearization techniques like feed-forward and pre-distortion. These

techniques are quite complex, expensive and power hungry. If the linearity requirements are

achieved at the device level, the overhead of linearization at circuit level reduces, resulting in

huge savings in cost and power [4]. Another important challenge, the RF power amplifier faces

is the switching delay from input to output. Since the present day RF power amplifiers use

multistage amplication, switching delay from input to output becomes a key factor. These two

requirements (linearity and switching delay) have to be achieved without much tradeoff’s and if

possible, with simultaneous improvement in other performance parameters of LDMOS like

breakdown voltage, on-resistance, gate-drain charge and peak transconductance. But achieving

all these enhancements is tricky because of the tradeoffs among them [5]. Therefore, the

motivation of this work is to explore structural changes in SOI LDMOS to enhance its

application as a RF power amplification device with improved linearity and reduced switching

delay.

In this paper, we propose a new dual-material stepped gate (DSG) LDMOS for improved

linearity and delay. The proposed device has three gates arranged in a stepped manner from

channel to drift region. The stepped gate structure improves the gate control over channel charge

and reduces the gate-drain capacitance. Using two dimensional device simulations, the proposed

device is compared with the conventional LDMOS. The proposed device exhibits enhanced

linearity, breakdown voltage and peak transconductance, and reduced switching delay, on-

resistance and gate-drain charge making it highly suitable for RF power amplifier applications.

II. DEVICE STRUCTURE AND PROPOSED FABRICATION PROCEDURE

The schematic cross section of the conventional and the proposed device are shown in Fig.1.

Both the conventional and the proposed LDMOS are partially depleted SOI LDMOS with the

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source tied body structure to reduce the floating body effects and improve the RF performance

[2]. The conventional LDMOS has a single gate with an oxide thickness of 50 nm and has a field

plate to enhance high voltage capabilities [6]. The proposed DSG LDMOS has three steps in the

gate oxide i.e. 25 nm, 50 nm and 150 nm from the source end to drift end respectively. The first

gate uses p+ poly as gate material and the other two gates use n+ poly as gate material. The first

gate having the higher work function material (p+ poly) tries to increase the threshold voltage,

but the thinner first gate oxide (compared to conventional LDMOS) reduces it. Thus, the design

of DSG LDMOS is done in such a way that the combination of thinner gate oxide and higher

work function material results in the same threshold voltage as that of the conventional device.

Using a metal contact, all three gate sections are shorted to form a single gate contact. We have

optimized the drift region doping for maximum breakdown voltage by varying the drift region

doping and it is found to be 2×1016 cm-3 for both the conventional and the proposed LDMOS.

The device dimensions and parameters used in our simulation for both the conventional and the

proposed device are given in Table 1.

Fig. 2 shows the proposed fabrication procedure of the DSG LDMOS. We will show only the

gate formation on a stepped insulator. The rest of the transistor fabrication is similar to the

standard LDMOS fabrication. The fabrication process begins with an SOI wafer with the p-

substrate doping of NA = 1×1015 cm-3. Initially, a 25 nm thick first gate oxide is thermally grown

and a p+ poly layer is deposited and patterned using standard photolithography to form a 0.3 μm

long first gate (Fig. 2(a)). Subsequently, a 50 nm thick low temperature oxide (LTO) and over

that a 0.7 μm thick n+ polysilicon are deposited. Using blanket reactive ion etching (RIE), the

polysilicon layer is etched leaving a sidewall polysilicon layer as shown in Fig. 2(b) which will

now act as the second gate of 0.7 μm length. We now deposit a 100 nm LTO followed by a 0.4

μm thick n+ polysilicon and a blanket etching of polysilicon by RIE will give rise to the

multigate structure shown in Fig. 2(c). A chemical-mechanical polishing (CMP) process will

planarize the gate as shown in Fig. 2(d). This multi-gate formation on a stepped insulator is

similar to that proposed by Xing et al. [7]. Once the gate is patterned, the rest of the fabrication is

similar to that of any conventional LDMOS. After the metallization process, the source, drain

and the gate contacts are formed with all the three gates shorted resulting in the final DSG

LDMOS structure shown in Fig. 1(b). The additional steps encountered by the DSG LDMOS are

deposition, etching and CMP process steps compared to the conventional device. The

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improvements obtained by the proposed device (discussed in next section) are at the cost of the

additional process steps which are not complex.

III. RESULTS AND DISCUSSION

We have created the conventional and the proposed DSG LDMOS using two dimensional device

simulator ATLAS [8]. Appropriate models are invoked for impact ionization, SRH and Auger

generation and recombination, carrier velocity saturation, concentration dependent mobility,

transverse and vertical electric field dependent mobility [8].

A. Linearity

Any power amplifier, which works in RF range, should fulfill linearity requirements. At device

level, this can be seen as the linear relationship between the drain current and gate voltage or

constant transconductance in the operating range [9]. For finding how linear the proposed device

is, we have taken the operating range as follows, quiescent gate voltage (VGS) = 5 V, gate swing

to be 5±1 V and drain source voltage (VDS) = 20 V. Fig. 3 shows the transfer and

transconductance characteristics of the DSG LDMOS and the conventional LDMOS. It can be

seen that the proposed device has a flat transconductance or linear transfer curve compared to the

conventional LDMOS. The change in transconductance of the DSG LDMOS over the operating

range is only 3% as compared to 19% variation in the transconductance of the conventional

LDMOS. This enhancement is achieved by two design techniques. First, the channel and the drift

region are designed to operate the LDMOS channel in linear region and the internal drain

potential (at the channel/drift-region junction) is made insensitive to the gate swing. Second, the

drift region length is chosen such that at the operating voltages, the carriers move in velocity

saturation mode. This ensures that the carriers are transported from the channel to the drain with

a linear relationship to the gate potential. To know whether the LDMOS is operating in linear

region or not, we need to know the internal drain voltage (VDi) at the channel/drift-region

junction and its threshold voltage. From Fig. 4, we can see that both the DSG LDMOS and the

conventional LDMOS are in linear mode since for both the devices VDi < (VGS – VT). However,

with the gate swing (VGS = 5±1 V), the variation in VDi for DSG LDMOS is only 0.03 V where

as it is 0.3 V for the conventional LDMOS. Since the change in VDi reflects the change in

transconductance in linear region, the DSG LDMOS shows improved linear transfer

characteristics compared to the conventional LDMOS.

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One more interesting observation from Fig.3 is that there is no current compression at higher

gate potential and higher drain potential. It is well known that conventional LDMOS transistors

exhibit a reduction in gm or drain current compression in saturation region of operation. This

happens for current densities at which the electron concentration nearly equals the n-drift region

concentration. This behaviour is called the Kirk effect [6]. However, in our structure, at high gate

voltages and high drain voltages, impact ionization increases with an accompanied increase in

the hole current. This generation of impact generated holes increases the drain current resulting

in an unusual expansion of drain current at these potentials. This concept is known as two carrier

saturation [6]. As a result, gm in the proposed structure increases at higher gate voltages and

drain voltages as shown in Fig. 3.   

B. Switching Delay

Switching characteristics play an important role in high frequency multi-stage power amplifier

circuits. For calculating the switching delay, we have constructed the inverter circuit shown in

the inset of Fig. 5 using ATLAS mixed mode option. The device width is chosen to be 15 µm for

both the conventional and the proposed device. We have applied a 5 V input pulse with 50 ps

rise time to the input terminal to observe the output. The switching delay is calculated as the time

difference between the input and output signal at 2.5 V (50% of applied voltage). It can be seen

from Fig. 6 that the switching delay of the DSG LDMOS is 20.1 ps compared to 27.7 ps for the

conventional LDMOS. This is approximately 38% reduction in switching delay. This

improvement is primarily due to the reduced on-resistance and gate-to-drain capacitance (CGD) in

the proposed device (as discussed in subsequent sections).

C. DC Characteristics

The output characteristics of the conventional and the DSG LDMOS are shown in Fig. 6. From

the characteristics, it is observed that the proposed device has 45 % enhancement in drain current

than the conventional device at VGS = 5 V and VDS = 20 V. The difference in the work function

of the gate materials results in a change in surface potential. Saxena and Kumar [10] have shown

that the change in surface potential leads to a modified electric field profile providing higher

acceleration and higher velocity to the charge carriers injected into the channel from the source

leading to an enhancement in the drain current. Increased drain current implies that for a given

current rating, the chip area of the proposed device can be made smaller than the conventional

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LDMOS. Specific on-resistance, which is inversely proportional to the drain current, reduces due

to the enhanced drain current as shown in Fig. 7. The reduction in on-resistance is 32% at VGS =

6 V. We have calculated the specific on-resistance as the ratio of drain voltage to drain current

per unit area at maximum gate drive potential. Improved channel charge density and dual

material gate contributes to better gate control or transconductance. DSG LDMOS shows 13%

enhancement in peak transconductance than the conventional device as shown in Fig. 8.

D. Gate Charge

Gate charging transient analysis is important in understanding the switching speed of LDMOS as

it reveals the behavior of input capacitance Ciss (parallel combination of CGS and CGD) [11]. It is

desired to have high CGS for higher gate control and lower CGD for higher switching speed. Both

these requirements are expected to be met in the DSG LDMOS since the proposed device has

thin gate oxide at the source end and thicker gate oxide at the drift region. The gate charging

simulations are carried out using the mixed mode option in ATLAS device simulator. The circuit

configuration used in the simulation is shown in the inset of Fig. 10, which has a constant current

source charging the gate. The width of the device is chosen to be 10,000 µm. Fig. 10 shows the

gate charge analysis. The initial part of the curve till the slope changes determines the CGS, the

next part of the curve with lesser slope determines CGD (miller capacitance). The charging time

multiplied by the constant current gives the charge per unit area. It can be seen from Fig. 9, that

the gate charge (QGS) of the DSG LDMOS and the conventional LDMOS is 265 pC/mm2 and

171 pC/mm2, respectively. This is approximately 55% improvement in the QGS of the DSG

LDMOS compared to the conventional device. Similarly, the gate to drain charge (QGD) of the

DSG LDMOS is 920 pC/mm2 and for the conventional device, it is 1048 pC/mm2. This is a 14%

reduction in the gate to drain charge, which also suggests why switching delay is less for the

DSG LDMOS than conventional device.

E. Breakdown Voltage

We have estimated the breakdown voltage from the simulated current-voltage characteristics

shown in Fig. 10 as the drain voltage at which the drain current exceeds 1 pA/µm when the gate

and source of the LDMOS are shorted to ground [10]. It can be seen that in the proposed device,

the breakdown voltage is enhanced by 29% compared to the conventional LDMOS. This is

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primarily due to the formation of additional electric field peaks by the stepped gate as shown in

Fig. 11. These additional peaks reduce the main electric field peak from 7.6 × 105 V/cm to 4.8 ×

105 V/cm and also smear the electric field uniformly resulting in improved breakdown voltage.

The enhancements in peak transconductance, QGD, linearity, breakdown voltage, on-resistance,

and switching delay are summarized using the bar chart shown in Fig. 12.

IV. CONCLUSION

We have proposed a new DSG LDMOS with three gates having different work functions and

oxide thicknesses. These gates are arranged on a stepped insulator in the increasing order of

oxide thickness from the channel to the drift region. The dual workfunction material gate

introduces a step in surface potential of the channel which improves linearity, drive current and

transconductance. The stepped gate architecture introduces additional peaks improving the

breakdown voltage. The thin gate insulator improves the transconductance, gate charge and

reduces on-resistance. The thick gate insulator in the drift region end reduces the gate to drain

capacitance improving switching speed. By using two dimensional device simulations, we have

demonstrated that we are able to simultaneously improve all the LDMOS. Hence the proposed

DSG LDMOS is very attractive for RF power amplifier applications in wireless systems.

Acknowledgment This work was supported in part by the IBM Faculty Award.

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Table 1

CONVENTIONAL AND DSG LDMOS DEVICE PARAMETERS

USED IN SIMULATION

Gate oxide thickness,

(tox1, tox2 and tox3) 25 nm, 50 nm and 150 nm

Gate length,

(LG1, LG2 and LG3) 0.3 µm, 0.7 µm and 0.4 µm

Channel length, L 0.5 µm

Drift region length 2.3 µm

Silicon film thickness 1 µm

Buried oxide thickness 400 nm

Source/Drain doping 1×1019 cm-3

P-doping 1×1017 cm-3

Drift region doping 2×1016 cm-3

Threshold voltage ≈1.85 V

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Figures Captions:

Fig. 1. (a) Cross-sectional view of conventional LDMOS (b) DSG LDMOS.

Fig. 2. Process steps for forming the multi-gate structure on a stepped insulator for the DSG LDMOS.

Fig. 3. Transfer characteristics and transconductance variation of the conventional and the DSG LDMOS.

Fig. 4. Surface potential variation in the channel of the conventional and the DSG LDMOS at VDS = 20 V and VGS = 5±1 V.

Fig. 5. Switching characteristics of the conventional and the DSG LDMOS in an inverter configuration.

Fig. 6. Output characteristics of the conventional and the DSG LDMOS.

Fig. 7. On-resistance variation of the conventional and the DSG LDMOS.

Fig. 8. Transconductance variation of the conventional and the DSG LDMOS.

Fig. 9. Gate charging transient behaviour for the conventional and the DSG LDMOS. The gate charging current is 10 µA.

Fig. 10. Breakdown voltage of the conventional and the DSG LDMOS.

Fig. 11. Electric field distribution along the surface of the conventional and the DSG LDMOS at breakdown voltage.

Fig. 12. Bar chart indicating the percentage improvement in various parameters of the DSG LDMOS compared with the conventional LDMOS.

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References

[1] M. M. De Souza, G.Cao, E. M. S. Narayanan, F. Youming, S. K. Manhas, J. Luo and N. Moguilnaia,

"Progress in Silicon RF Power MOS Technologies-Current and Future Trends.(Invited)," in Fourth IEEE

International Caracas Conference on Devices,Circuits and Systems, Aruba, 2002, pp. D047-1-D047-7.

[2] J. G. Fiorenza, "Experimental Comparison of RF Power LDMOSFETs on Thin-Film SOI and Bulk

Silicon," IEEE Transactions on Electron devices, vol. 49, no. 4, pp. 687-692, Apr. 2002.

[3] (2007) International Technology Roadmap for Semiconductors-Radio Frequency and Analog/Mixed-Signal

Technologies for Wireless Communications. International SEMATECH, San Jose, CA. [Online].

Available: http://www.itrs.net.

[4] L. C. N. De Vreede and M. P. van de Heijden, “Linearization Techniques at the Device and Circuit

Level.(Invited),” in Bipolar/BiCMOS Circuits and Technology Meeting, 2006, pp. 1-8.

[5] S. Linder, Power Semiconductors, 1st ed. Lausanne, Switzerland: EPFL Press, 2006.

[6] J. Lin and P. L. Hower, “Two-Carrier Current Saturation in a Lateral Dmos,” Proc. 18th International

Symposium on Power Semiconductor Devices & IC's, Naples, Italy, June 4-8, 2006 pp.1-4.

[7] H. Xing, Y. Dora, A. Chini, S. Heikman, S. Keller and U. K. Mishra, "High Breakdown Voltage AlGaN-

GaN HEMTs Achieved by Multiple Field Plates," IEEE Electron Device Letters, vol. 25, no. 4, pp. 161-

163, Apr. 2004.

[8] ATLAS user's manual : Device simulation software. Santa Clara, CA: Silvaco International, 2007.

[9] B. J. Baliga, Silicon RF Power MOSFETS, 1st ed. Word Scientific, 2004.

[10] R. S. Saxena and M. J. Kumar, "Dual Material Gate Technique for Enhanced Transconductance and

Breakdown Voltage of Trench Power MOSFETs," IEEE Transactions on Electron Devices, vol. 56, no. 3,

pp. 517-522, Mar. 2009.

[11] R. S. Saxena and M. J. Kumar, "A Stepped Oxide Hetero-Material Gate Trench Power MOSFET," IEEE

Transactions on Electron Devices, vol. 56, no. 6, pp. 1355-1359, Jun. 2009.

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Fig. 1. (a) Cross-sectional view of conventional LDMOS (b) DSG LDMOS.

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Fig. 2. Process steps for forming the multi-gate structure on a stepped insulator for the DSG LDMOS.

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Fig. 3. Transfer characteristics and transconductance variation of the conventional and the DSG LDMOS.

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Fig. 4. Surface potential variation in the channel of the conventional and the DSG LDMOS at VDS = 20 V and VGS = 5±1 V.

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Fig. 5. Switching characteristics of the conventional and the DSG LDMOS in an inverter configuration.

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Fig. 6. Output characteristics of the conventional and the DSG LDMOS.

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Fig. 7. On-resistance variation of the conventional and the DSG LDMOS.

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Fig. 8. Transconductance variation of the conventional and the DSG LDMOS.

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Fig. 9. Gate charging transient behaviour for the conventional and the DSG LDMOS. The gate charging current is 10 µA.

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Fig. 10. Breakdown voltage of the conventional and the DSG LDMOS.

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Fig. 11. Electric field distribution along the surface of the conventional and the DSG LDMOS at breakdown voltage.

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Fig. 12. Bar chart indicating the percentage improvement in various parameters of the DSG LDMOS compared with the conventional LDMOS.

 


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