This paper presents the design of a fully  differential sigma-delta temperature sensor using Schottky  diode-based current references as a replacement for the  traditional PN junction diode-based current references. This  sensor was designed using the AMI 0.5um process through the  MOSIS fabrication organization[l], and the chip performance  will be evaluated and compared to the simulated results. The use  of the Schottky diode and differential current sensing in the  sigma-delta-type sensor allows for lower voltage operation and  better noise performance

Baker, R. Jacob

Cahoon, Curtis

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Low-Voltage CMOS Temperature Sensor Design Using Schottky Diode-Based References

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Boise State UniversityScholarWorksElectrical and Computer Engineering FacultyPublications and PresentationsDepartment of Electrical and ComputerEngineering4-1-2008Low-Voltage CMOS Temperature Sensor DesignUsing Schottky Diode-Based ReferencesCurtis CahoonIEEER. Jacob BakerBoise State UniversityThis document was originally published by IEEE in IEEE Workshop on Microelectronics and Electron Devices. Copyright restrictions may apply. DOI:10.1109/WMED.2008.4510657Low-Voltage CMOS Temperature Sensor DesignUsing Schottky Diode-Based ReferencesCurtis Cahoon and R. Jacob BakerDepartment of Electrical and Computer EngineeringBoise State University, Boise, Idaho USAcurtis_cahoongieee.orgAbstract - This paper presents the design of a fully diode junction) is formed by a junction between a metal and adifferential sigma-delta temperature sensor using Schottky lightly doped semiconductor. The semiconductor may bediode-based current references as a replacement for the either n- or p-type, but n-type silicon is generally used. Thetraditional PN junction diode-based current references. This diode behavior is due to a barrier that is formed at thesensor was designed using the AMI 0.5um process through the junction due to a difference in the metal and semiconductorMOSIS fabrication organization[l], and the chip performance work functions. In general, the height of this barrier is aboutwill be evaluated and compared to the simulated results. The use 12 of the barrier height created by a p-n semiconductorof the Schottky diode and differential current sensing in the junction[7]. This built-in potential must be overcome in ordersigma-delta-type sensor allows for lower voltage operation and to allow current to flow through (forward bias) the junction.better noise performance.The potential required to forward bias this junction isKeywords - CMOS, temperature sensor, CTAT, PTA T, sigma- highly dependent on the N-well doping at the junction. Sincedelta modulation, schottky diode. the doping at this type ofjunction is not closely monitored inI. INTRODUCTION most CMOS processes [6], the design must allow forvariation in the voltage characteristics of the Schottky diode.Thermal management circuits have been used for many years in In the design presented here, multiple combinations ofsystems such as air conditioners, heating systems, and automotive parallel Schottky diodes allow for easy adjustments toapplications [2]. Today, on-chip temperature sensors are often compensate for the diode variation. Further discussion ofintegrated into microprocessors and memory chips (such as DRAM Schottky diode characteristics not found in this paper can beand Flash) to control the mode or speed of system operation based found in the referred literature [7].on the system temperature [3]. B. Current ReferencesIn most commonly-used integrated CMOS temperature sensors, Figure 1 shows a common example of a current referenceone or more bias circuits that utilize a PNjunction dioe or a dioe- designed in a short-channel CMOS process using diode-conectctNP lpoar ranlLsorare usedL. ThiS iS due to thLe well-connecte P bipol tr sist r.. connected bhiolar junction transistors. The bipolar junctiondefined I-V temperature characteristics of the semiconductor PN transistor c.. .. trans1stor an be made from the parasitic substrate bipolarjunction. The forward bias voltage of this junction is approximately transistor inherent in CMOS processes [6] The voltage drop0*7 V. across such a device is approximately 0.7V. As CMOSAs CMOS device geometries continue to shrink, so do the processes scale down to smaller geometries, the supplyvoltages that supply these circuits [4]. As the supply voltage voltages also scale down and are fast approaching the sub-lVdecreases, this 0.7V drop can be a liting factor. The need for a range. As this happens, the PNP-based reference will nodevice with a similar well-defined temperat e characteristic and a longer be practical.lower forward-bias voltage becomes obvious [5]. This paperexplores using the Schottky metal-semiconductor (MS) junction mD PDdiode as a replacement for the tradition PN junction diode in a St.ar pcrcutTtemperature sensor. It also explores noise problems and other issues 1101Dh1Y01L 111 1 T -that arise with low-voltage temperature sensor design.II. CIRCUIT DESIGNA. Schottky Diode Considerations LlR L R1N-~RMost metal-semiconductor junctions (like almost allinLterconLnects in a common integrated circuit) are called D. K:ohmic contacts, which essentially act as short circuits with aXconltact resistance added in series with the contact. This typebof conLtact is achieved when a metal is connected to a heavilydoped semiconductor. A Schottky contact (which forms the Figure 1. A banldgap referelnce circuit desigln [6]978-l-4244-2343-9/O8/$25.OO (c)2008 IEEE 16Authorized licensed use limited to: Boise State University. Downloaded on September 16, 2009 at 17:26 from IEEE Xplore.  Restrictions apply. The Schottky diode, discussed in the previous section,offers a viable solution to this problem, as it has a forward- XMbiased voltage drop of approximately 0.3-0.4V. Schottkydiodes were used in the design of a low-voltage bandgapreference in [5]. The authors characterized the Schottky diodein the same process used for this temperature sensor design(AMI 0.5um process through the MOSIS organization). As astarting point, the SPICE model parameters for the Schottkydiodes derived in that paper were used in the design of this >temperature sensor.In this work, Schottky diodes are used to build currentreferences whose currents vary complementary to absolute 1/K*temperature (CTAT), and proportional to absolute Dtemperature (PTAT). A schematic of a CTAT currentreference is shown in Fig. 2.This current reference uses the voltage drop across the Figure 3. A PTAT current reference using the forward bias voltage of aforward-biased Schottky diode (Vd) to set the current flowing Schottky diode to set the voltage across a reference resistor and K Schottkythrough the resistor in the other leg of the reference circuit. diodes in parallel.Since the diode voltage (Vd) has a moderately negative The equation for the current in this reference was alsotemperature coefficient (between -1.5mV and -2.OmVPC) and derived in [6], and is shown below for reference (nkT q is thethe resistor has a positive temperature coefficient (increasing diode thermal voltage)resistance with increasing temperature), the current throughthe resistor will have a negative temperature coefficient (a nk*lnK * T (2)CTAT current). The temperature coefficient, as derived in qR[6], is:Ta It is important to note that this current is inherently aTCJ Vd 1 R (1) PTAT current, based on this equation. Decreasing the resistorCTAT-Vd T R AT size will increase the temperature coefficient, with theThis equation shows that this current is a CTAT since the tradeoff of increased current (and thus increased powertemperature coefficient is simply the temperature coefficient dissipation). In order to use these references in ourof the diode voltage (a negative number) minus the temperature sensor design, the current was mirrored totemperature coef t oproduce p-channel and n-channel versions of both currentstemperature coefficient of the resistor (a positive number). (PTAT and CTAT). Other diode-based references can beA PTAT current can be produced by adding K parallel- used to produce CTAT and PTAT currents, but theseconnected diodes in series with the resistor to ground, as topologies were chosen for simplicity.shown in Fig. 3.. Data Converter DesignA number of different topologies were considered for thetemperature sensor data converter. A flash-type dataconverter is a popular data converter topology due to itssimplicity and speed of conversion. The resolution of thisconverter is limited by the matching of the resistors in theresistor stack and the comparator offset. Also, a 2n-bitresolution converter requires n comparators, which requires alarge layout in order to achieve higher resolution.ik3 J kf A sigma-delta ADC was used for this design. Advantagesof this topology include eased requirements on comparatoraccuracy. Increased temperature resolution can also beachieved by averaging a larger number of samples during thetemperature sense. A fully-differential sensing design wasFigure 2. A CTAT current reference using the forward bias voltage of a also chosen because it eases reference voltage requirementsschottky diode to set the voltage across a reference resistor (a startup circuit and has much better noise performance than a single-endedis necessary, but not shown). design. A diagram showing the basic converter topology isshown in Fig. 4.978-l-4244-2343-9/O8/$25 00 (c)2008 IEEE 17Authorized licensed use limited to: Boise State University. Downloaded on September 16, 2009 at 17:26 from IEEE Xplore.  Restrictions apply. yta X rptt VWponPHI/ Inst VBI ±PHIlPHI1 /|Figure 5. A common-mode feedback amplifier that injects an equal currentPHlD / |(ICMFB) onto both BO and B 1 whenever the average ofBO and B 1 (VcM) driftsaway froM VREF.iP ai restrictions on this reference voltage. Any reference noise,including power supply variation, produces a common-modeFigure 4. Basic topology of differential sigma-delta temperature sensor current on the sense lines which is ideally rejected and does(Common-mode feedback circuit excluded from diagram for simplicity). not adversely affect the accuracy of the sense.The topology shown is similar to that shown in [2], with With this common-mode feedback added to the circuit,ICTAT replacing lbe. This topology has the advantage of the equation for the digital output (N/M) can be derived toextending the dynamic range of the converter at the expense account for the effects of current and capacitor mismatch.of more current consumption. A ones counter is attached to With the common-mode feedback circuit, the followingthe PHIO output of the comparator to produce a digital output condition is satisfied (Note T = clock period).code N. The equation for this code is shown below (where Mis the total number of samples taken). AVBO--AVBI (6)N 2*IPTAT -ICTAT For PHI1l1, AV _O2*ICITATO -IPTATO +I'C1FB T (7)(3 ) BO (7M IPTAT +JCTAT COBakker and Huijsing [2] show how this topology AV 'PTATI 2 * 'CTATI + =CMFB T (8)increases the dynamic range of the converter as compared to B Cla more traditional sensing topology whereFor PHI1=0, AV _0 ICTATO 2*IPTATO +IC,FB T (9)N-I'PTAT (4)M ICTAT 2r I PTAT1 - CTAT1 ICWFB 7 1{In this fully-differential topology, it is very important to VB 2 P C B T 10)accurately match all CTAT current sources to each other, aswell as matching all of the PTAT sources. In a practical If we plug equations 7-10 back into the equation 6, wecircuit, these currents cannot be exactly matched. This can solve for ICMFB and get the following equations:mismatch causes common-mode voltage (VCM) drift, which Forwill affect the accuracy of the sense. VCM is defined as P1HI1=Lfollows:2 * ICTATO -/PTATO -(IPT4TI 12 ICTTI) (1VBBO+ VBI 5 ICM,FB=+C0 coVCM - 2 ()1+C CForIf this voltage drifts to where the voltage on either line PFI[=iO,lies outside of the common mode input range of the (12)comparator, it will severely decrease the accuracy of our I CTATO PTATO - PT4T CTATItemperature sense. Adding a common mode feedback 1CiOB - + C, C,amplifier (error amplifier) to the input lines of the comparatorwill keep the common-mode voltage constant without From equations 11 and 12, we can make the followingintroducing distortion to the temperature sense. Fig. 5 substitutions to write the general transfer function in terms ofillustrates the operation of this error amplifier. the currents, capacitors, and the mismatch of the currents.It isiht t h t1 mLportant to note tat even tough thS re-introduces rPAI -PA"TT =r PT-r + AJA(13thneeof aT7reeec votg inA th teprtr sesr(loTATI) 1 PA"CTAT = PTAT + AJCArFequired in the single-ended sensor design), it eases the noise CAO=I-ATITT =CAT+ITT978-l-4244-2343-9/O8/$25 00 (C)2008 IEEE 18Authorized licensed use limited to: Boise State University. Downloaded on September 16, 2009 at 17:26 from IEEE Xplore.  Restrictions apply. The Alptat and Alctat terms represent the mismatch between A Mismatched Currents Ew Matched Currentsthe mirrored currents. Using these substitutions, we derive the , 300general transfer function for the data converter: oC0 I 3C I 3C 0 250PT(21AT - ICTAT)+( +( 0 )AITT -(4 + C)AIN C1 2 2C] 4 4C] 200m 2C0 I 7C0 I_5C (14) w 150-W MT + ICAT)+(+ APTT TTCl 4 4C 4 4C] o 100If we neglect the current mismatch, we can see from this Xequation that any mismatch in the capacitors will result in a mom,gain (and an effective increase in temperature resolution) as 0follows: at C N m t LN 2IPT4T ' CLTTMN C (15) Temperatu re(2- ')(IPTAT + ICT4T )Co Figure 7. Simulation results with perfectly matched currents and a simulationProgramming with metal, =ses, or some type of mode with a mismatch of -2% in both ICTAT and IPTAT.register when the sensor is integrated into a given applicationwould be desirable to adjust the gain of the sensor (and thus A calibration point is chosen (-40C in this case) and athe temperature resolution). temperature measurement is taken. We can then subtract anamount based on that measurement to eliminate most or all ofFinally, if the capacitor gain is set to 1, the transfer the offset error of the sensor.function adversely affects the linearity adding a constant termto both the numerator and denominator of the transfer IV. CONCLUSIONfunction:function* The design of a fully-differential current-mode sigma-N 2 PTAT - ICTA2 + 2AIPTAT - AICTT delta temperature sensor using Schottky diode-based(16) references is presented. The design methodology has beenM IPTAT + CTAT + 2AJPTAT - AICTAT presented with special attention given to the advantages ofusing a fully-differential, noise shaping data converterIII. SIMULATION RESULTS topology and current references using Schottky diodes (asSimulations were run on the temperature sensor with ideal opposed to diode connected PNP transistors). This sensor was.. . ~~~~~~~designed using the AIMI 0.5um process through a MOSISmatching conditions and also with current mismatch to create fabicating the chip perorma wIltransfer curves for the temperature sensor and evaluate the ealuatandomparto theiuae presultsaccuracy of the derived equations. Figures 6 and 7 show thesesimulation results and the error (differential non-linearity orDNL) introduced by 2% current mismatch on both ICTAT and REFERENCESIPTAT. Figure 6 illustrates how the temperature sensor iscalibrated. [1] MOSIS "Low-Cost Prototyping and Small-VolumeProduction Service" http://www.mosis.org/.[2] Bakker, Anton and Johann Huijsing, "High Resolution450 Smart CMOS Temperature Sensors" Kluwer Academic,400 2000 pp 63-77.[3] Elpida Memory Inc., Technical Note: Low Power..Function of Mobile RAM - Auto Temperature0.. Compensated SelfRefresh 2005.75O [4] Rabii, Shahriar and Bruce A Wooley, "Design of Low0200~~~~~~~~~~~~VoltageLow-Power Sigma-Delta Modulators" Kluwer............................. .................................................................................................................... ........................................Academic, 1999 pp1-2.~~~ ion ~~~~~~~~~[5] Butler, D.L, and R.J. Baker, (2005) Low-Volta-ge5o Bandgap Reference Design Utilizing Schottk Diodes,0 ~~~ ~ ~ ~ ~ ~ ~ ~~~[]2005 Midwest Symposium on Circuits and Systems.0 r-rr nt rr o lrrrlrr rr-°') Ul) N m S S m ° m m [6]C C tR. Jacob Baker, "CMOS Circuit Design, Layout andSimulation" 2nd edition Wiley Interscience, 2005 pp 483-Temperature 486, 761-770.Figure 6. Transfer curve with no mismatch and an example of how [7] Streetman, Ben G and Sanjay Banerjee "Solid Statecalibration works by simply subtracting the count at the -40 C calibration Electronic Devices" 5th edition Prentice HEall, 2000 ppoinlt (setting -40 C equal to a count of zero). 222-226.978-l-4244-2343-9/0S/$25.00 (c)2008 IEEE 19Authorized licensed use limited to: Boise State University. Downloaded on September 16, 2009 at 17:26 from IEEE Xplore.  Restrictions apply. 

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Low-Voltage CMOS Temperature Sensor Design Using Schottky Diode-Based References

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