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Analysis and design of a 200W LDMOS based doherty amplifier for ...

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WE5A-3<br />

<strong>Analysis</strong> <strong>and</strong> Design <strong>of</strong> a <strong>200W</strong> <strong>LDMOS</strong> Based<br />

Doherty Amplifier <strong>for</strong> 3G Base Stations<br />

John R. Gajadharsing, Ol<strong>of</strong> Bosma*, <strong>and</strong> Pim van Westen*<br />

Philips Semiconductors, BU Mobile Communications, Nijmegen, The Netherl<strong>and</strong>s<br />

*MAP, Meerlaan 21, 1671 ED, Medemblik, The Netherl<strong>and</strong>s<br />

Abstract - In tbis paper the analy& <strong>and</strong> <strong>design</strong> <strong>of</strong> a<br />

2OOW classical Doherty <strong>amplifier</strong> is described using dlscrete<br />

<strong>LDMOS</strong> devices. The peak (class-C) <strong>and</strong> main (class-AB)<br />

<strong>amplifier</strong>s are desigbed with two stages to obtain flat AM-<br />

AM <strong>and</strong> AM-PM charPCteristics <strong>for</strong> the Doherty <strong>amplifier</strong>.<br />

An asymmetrical planar coupler structure is uWed as an<br />

input splitter <strong>and</strong> microship <strong>based</strong> elements are used <strong>for</strong><br />

phase matching <strong>and</strong> power combloing at the output. Thh<br />

Doherty PA has a measured PldB <strong>of</strong> 53dBm <strong>and</strong> exhibits an<br />

efiiciency <strong>of</strong> 34% at 6dB back<strong>of</strong>f (47") <strong>for</strong> two-carrier<br />

WCDMA. The ACPR <strong>and</strong> IM3 obtained at 47dBm are 37dBc<br />

<strong>and</strong> 33dBc respectively. The gain at 6dB back<strong>of</strong>f is ZZdB over<br />

the frequency range 2.11-2.17GHz Design considerations <strong>for</strong><br />

a Doherty ampMer <strong>based</strong> on discrete <strong>LDMOS</strong> devices are<br />

addressed.<br />

Index terms - Doherty, <strong>LDMOS</strong>, AM-AM, AM-PM,<br />

WCDMA, power amplifiem<br />

I. INTRODUCTION<br />

In contemporary base stations <strong>amplifier</strong> <strong>design</strong>s <strong>for</strong><br />

WCDMA, one <strong>of</strong> the main concerns is the power<br />

consumption. Due to the linearity requirements the<br />

operating point <strong>of</strong> these <strong>amplifier</strong>s are constrained to the<br />

backdff region where it is not most efficient. Although<br />

we can still expect to see @proved back<strong>of</strong>f efficiency<br />

through advancement in device technology it is<br />

theoretically limited. The Doherty <strong>amplifier</strong> is a technique<br />

<strong>for</strong> improving the efficiency <strong>of</strong> backed-<strong>of</strong>f <strong>amplifier</strong>s<br />

beyond the limits <strong>of</strong> conventional <strong>amplifier</strong>s.<br />

In this paper we will discuss a <strong>200W</strong> <strong>amplifier</strong> <strong>design</strong><br />

<strong>for</strong> WCDMA that has a significantly improved efficiency<br />

in the back<strong>of</strong>f region using discrete <strong>LDMOS</strong> devices.<br />

(PAZ) <strong>amplifier</strong>, typically biased in class AB <strong>and</strong> C<br />

respectively, with their outputs connected by an<br />

impedance inverter, usually a quarter-wave transmission<br />

line. The delay introduced by this N4 line is compensated<br />

by a N4 delay in the input path to PA2 to ensure that the<br />

correct phase relationship is restored.<br />

Input 4<br />

Peak<br />

"DD<br />

Fig. 1 Topology <strong>of</strong> a two stage Dohem.<br />

The <strong>amplifier</strong>s operation is well described hy Raab [2]<br />

In essence an active load-pulling effect is created as each<br />

<strong>amplifier</strong> tums on at different power levels. The two-stage<br />

Doherty <strong>amplifier</strong> there<strong>for</strong>e exhibits two efficiency<br />

peaking points. The power range over which high<br />

efficiency can be obtained depends on the peak power<br />

ratio <strong>of</strong> the main <strong>and</strong> peak <strong>amplifier</strong> in a two-stage<br />

Doherty [2]. If we assume that the <strong>amplifier</strong>s utilized, are<br />

ideal class-B devices <strong>and</strong> that the Doherty <strong>amplifier</strong> is<br />

operating into a resistive load, a general set <strong>of</strong> equations<br />

can be derived <strong>for</strong> the currents, power levels <strong>and</strong><br />

efficiency as function <strong>of</strong> the output voltage:<br />

11. Two STAGE DOHERR &VIEW<br />

The Doherty <strong>amplifier</strong> is a technique <strong>for</strong> improving the<br />

efficiency <strong>of</strong> backed-<strong>of</strong>f linear <strong>amplifier</strong>s. In a Doherty<br />

<strong>amplifier</strong>, the output powers <strong>of</strong> two <strong>amplifier</strong>s operating at<br />

a proper phase alignment <strong>and</strong> bias level, are combined<br />

using appropriate power combining techniques [l]. The<br />

topology <strong>of</strong> this so called two-stage Doherty <strong>amplifier</strong> is<br />

shown in Figure 1. It consists <strong>of</strong> a main (PAl) <strong>and</strong> peak<br />

0-7803-8331-1/04/$20.00 Q 2004 IEEE<br />

529<br />

2004 IEEE MTT-S Digest


The individual power levels as indicated in Fig.] are<br />

plotted (4)


e lost when the Doherty <strong>amplifier</strong> is operating below its<br />

transition point. It is there<strong>for</strong>e necessary to add a driver<br />

stage to maximize efficiency. A driver is also added to the<br />

main <strong>amplifier</strong> to accommodate shaping <strong>of</strong> the transfer<br />

characteristics, which is critical in a Doherty <strong>amplifier</strong>.<br />

The splitter asymmetry (A) is set by the gain difference:<br />

A=G,-G, (9)<br />

The gain <strong>of</strong> the total Doherty <strong>amplifier</strong>, at full power, can<br />

then be determined from:<br />

Gm, - 3 +GI - IOlog(l+ (10)<br />

In order to maintain a constant gain over power <strong>for</strong> the<br />

total Doherty <strong>amplifier</strong>, the gain characteristics (AWAM)<br />

<strong>of</strong> the peak <strong>amplifier</strong> should be matched to that <strong>of</strong> the<br />

main <strong>amplifier</strong>, <strong>and</strong>,can be determined from:<br />

G, = 101og(lO"'lo(l+ IOd~~o)-lOG1po)- A (1 1)<br />

The <strong>amplifier</strong>s are <strong>design</strong>ed using internally matched<br />

Philips <strong>LDMOS</strong> transistors. In order to get maximum<br />

efficiency improvement in a Doherty <strong>amplifier</strong> the<br />

transistors need to have specific properties. The transistor<br />

<strong>for</strong> the peak <strong>amplifier</strong> should he <strong>design</strong>ed to have a high<br />

<strong>of</strong>f-state output impedance <strong>and</strong> exhibit low reverse RF<br />

drive. For the main <strong>amplifier</strong> the transistor should he able<br />

to provide maximum per<strong>for</strong>mance under the load pulling<br />

conditions.<br />

The implementation <strong>of</strong> the two-stage class-AB main<br />

<strong>amplifier</strong>, using two BLF2022-40 (5OWpeak) in the final<br />

stage <strong>and</strong> one BLF2043(10W) in the driver stage, is<br />

shown in Fig. 5. The final stage devices are paralleled<br />

without using a quadrature combiner, since both<br />

transistors must experience in-phase load-pulling <strong>for</strong><br />

Doherty operation. The interstage matching is <strong>design</strong>ed to<br />

meet the b<strong>and</strong>width requirement <strong>of</strong> 60MHz <strong>and</strong> to obtain<br />

approximately 3dB compression required <strong>for</strong> Doherty<br />

operation.<br />

Fig. 5. Class-AB main <strong>amplifier</strong> implementation.<br />

The resulting M AM <strong>and</strong> AMPM characteristics <strong>for</strong> a<br />

50n load are shown in Fig. 6 with a peak power capability<br />

<strong>of</strong> 1oow.<br />

Poldhl<br />

Fig. 6. AM-AM <strong>and</strong> AM-PM characteristics <strong>of</strong> the class-AB<br />

main <strong>amplifier</strong> <strong>for</strong> a 5011 load:<br />

The implementation <strong>of</strong> the two-stage class-C peak<br />

<strong>amplifier</strong> is shown in Fig. 7. It utilizes two BLF2022-40 in<br />

the final stage <strong>and</strong> one similar device in the driver stage.<br />

The interstage circuit not only provides impedance<br />

matching but also the correct phase matching between the<br />

driver output <strong>and</strong> final stage input in order to obtain a<br />

predistortion effect that aligns the M AM <strong>and</strong> AM/PM<br />

characteristics <strong>of</strong> the peak <strong>amplifier</strong> with main <strong>amplifier</strong>.<br />

The resulting M AM <strong>and</strong> AWM characteristics <strong>for</strong> a<br />

50n load are shown in Fig. 8 with a peak power capability<br />

<strong>of</strong> 1oow.<br />

Fig. 7. Class-C peak <strong>amplifier</strong> implementation.<br />

X I I I I I I I -,&a<br />

0 . . . . .. . .. .. . . -155<br />

a11 21 zs a U 24 xi Y U) e " 48 4a a U<br />

hldbl<br />

Fig. 8. AM-AM <strong>and</strong> AM-PM characteristics <strong>of</strong> the class-C peak<br />

<strong>amplifier</strong> <strong>for</strong> a 5On load.<br />

Fig. 9 shows the circuit diagram <strong>of</strong> the total Doberty<br />

implementation. The transmission lines TL3 <strong>and</strong> TL4 are<br />

used to maximize overall efficiency. TL3 provides the<br />

phase matching to rotate the <strong>of</strong>f-state impedance <strong>of</strong> the<br />

peak <strong>amplifier</strong> to a high impedance level at the combining<br />

point between TL5 <strong>and</strong> TL6. TL4 provides the phase<br />

matching to ensure that a resistive load <strong>of</strong> twice the<br />

nominal value is presented at the die level <strong>of</strong> the main PA<br />

transistors. The input utilizes an asymmetrical (5dB)<br />

branch line coupler as a splitter. TLl <strong>and</strong> TJ2 are added to<br />

53 1


~<br />

~~~ .,<br />

~~ .<br />

ensure that the output arrive in phase at the combining<br />

point.<br />

IM3 obtained at 47dBm are 37dBc <strong>and</strong> 33dBc<br />

respectively. The gain at 6dB back-<strong>of</strong>f is 22dB over the<br />

frequency range 2.11-2.17GHz.<br />

x1<br />

21:<br />

. ~<br />

. ~~,~<br />

.............<br />

Fig. 9. Schematic <strong>of</strong> the Dohaty implementation.<br />

SCC<br />

c<br />

The AMIAM <strong>and</strong> AM/F’M characteristics <strong>of</strong> the total<br />

Doherty system are shown in Fig. 10. The contribution <strong>of</strong><br />

the peak <strong>amplifier</strong> becomes significant above 48dBm.<br />

4 10<br />

>3 15<br />

n r)<br />

P : ::<br />

137<br />

I8 %i<br />

-10<br />

-3s<br />

a<br />

S D Y S X I ~ 4 U I I B B Y<br />

”1-1<br />

Fig. IO. AM-AM <strong>and</strong> AM-PM characteristics <strong>of</strong> the total<br />

Doherty <strong>amplifier</strong>.<br />

,I<br />

I<br />

Y a I<br />

U,., 47 50 53<br />

Fig. 11. CW gain <strong>and</strong> efficiency <strong>of</strong> the total Doherty <strong>amplifier</strong> at<br />

t 2.14GHz.<br />

:li.<br />

g15<br />

5 ( 0<br />

1~ ~-~ .<br />

. ~<br />

i\;<br />

I_ ma 1Dx) m 2130 ma 2

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