Voltage, Current and Temperature Measurement Concepts Enabling Intelligent Gate Drives
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ECPE Workshop Munich Electronics around the power switch: Gate drives, sensors and control 2011/06/29-30 Voltage, Current and Temperature Measurement Concepts Enabling Intelligent Gate Drives Yanick Lobsiger, Johann W. Kolar Swiss Federal Institute of Technology (ETH) Zurich Power Electronic Systems Laboratory www.pes.ee.ethz.ch | lobsiger@lem.ee.ethz.ch
Motivation 2 Intelligent Gate Drive Need for measurements Integratable in gate driver, external circuits Digital control unit (FPGA, CPLD, DSP) and IGBT; typ. without galvanic isolation with computing power close to the power semiconductor Current measurement concepts Programmable output characteristics Collector current: iC [Hemmer2009] Collector current slope: diC/dt Advanced control (diC/dt, duCE/dt) [Kuhn2008] Voltage measurement concepts Extended and adjustable protection Collector-Emitter voltage: uCE functionality (short-circuit, over-current, overvoltage-limiting, health monitoring, …) Collector-Emitter on-state voltage: uCE,on Extensive communication possibilities Collector-Emitter voltage slope: duCE/dt (digital transmission bus with control unit) Temperature measurement concepts Junction temperature: Tj InPower digital gate driver Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 3 Shunt resistor Semikron Semitrans® Infineon MIPAQ™ IGBT module IGBT module with with integrated shunts integrated shunts (in the output phases) uS(t) ≈ RS·iC(t) + LS · diC(t)/dt uS,f(t) = RS·iC(t) (for Rf· Cf = LS / RS) (+) (–) Simple, cheap, passive (low noise & low disturbance) Losses: PL ≈ RS · iC2 Possibility of integration in IGBT module Low losses = low amplitude resolution (Infineon MIPAQ™, Semikron Semitrans®) Temperature drift or busbar (well dissipated losses) Parasitic (commutation) inductance LS DC & AC measurement uS,f(t) ~ iC(t) Accurate compensation needed (high bandwidth due to compensation of LS) Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 4 Current sense IGBT (split-cells: nS / ntot) Mitsubishi Electric IGBT module with integrated uS(t) = RS·iS(t) current sense IGBT and corresponding terminals ≈ RS·iC(t) ·nS /ntot (typ.: nS /ntot = 1/100 … 1/1000) (+) Simple, passive (–) (low noise & low disturbance) High accuracy = low resolution Integrated in IGBT module Small RS is needed for right scaling (Fuji Electric, Mitsubishi Electric) Cost, rarity High bandwidth Only few types available AC & DC measurement: uS(t) ~ iC(t) Often no alternatives Low losses Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 5 Rogowski coil (passive integration) Amplitude characteristic of ur / iC | uf / ur | uf / iC (+) Simple, cheap, passive ur(t) = Mr·diC(t)/dt (low noise & low disturbance) High upper bandwidth (typ. fu > 50 MHz) (-) Integration in PCB / IPEM possible No DC current measurement High freq. AC measurement: ur(t) ~ iC(t) (high lower bandwidth fc) Low losses Typ. too low amplitude resolution Isolated, no saturation effects Signal integration needed No additional commutation inductance Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 6 Rogowski coil (activeintegration) Amplitude characteristic of ur / iC | ui / ur | ui / iC (+) Simple, cheap ui(t) ≈ Mr / (Ri·Ci) ·iC(t) (for fiC > fc) High upper bandwidth (typ. fu > 50 MHz) (-) Small lower bandwidth (typ. fc < 50 Hz) Active (noise) Integration in PCB / IPEM possible Parasitic effects of operational amplifier Low to high freq. AC measurement: ui(t) ~ iC(t) Bias current, offset voltage (Rd avoids DC-drift) Low losses Limited gain-bandwidth-product Isolated, no saturation effects Limited lower bandwidth fc, no DC No additional commutation inductance Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 7 Integration of Rogowski coil to IPEM PCB [Bortis2008] PCB integrated Rogowski coils around single screwed terminals [Xiao2003] [Bortis2008] Prototype of IPEM embedded PCB integrated Rogowski coil Rogowski coil sensor around multiple screwed terminals Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 8 IGBT bonding inductance (-) Auxiliary (kelvin) emitter terminal needed Dependency on gate current Resettable integrator circuit beneficial Parasitic effects of operational amplifier & switch Bias current, offset voltage (Rd or si to avoid DC-drift) Limited gain-bandwidth-product Limited lower bandwidth fc, no DC measurement Parasitic inductance LE integrated in IGBT module Depencency on tolerances of manufacturing process for accurate measurements without calibration (+) Simple, cheap uEe(t) = -LE·diC(t)/dt High upper bandwidth (typ. fu > 50 MHz) Small lower bandwidth (typ. fc < 50 Hz) ui(t) ≈ (LE·iC(t) ) / (Ri·Ci) Parasitic inductance LE integrated in IGBT module no sensing hardware needed si is used to minimize the influence of iG Low to high freq. AC measurement: ui(t) ~ iC(t) (si closed during the gate current transients, Low losses i.e. before the switching transients of iC) No additional commutation inductance Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current measurement: iC 9 Giant Magnetoresistive (GMR) Sensor Prototype of Sensitec’s GMR High resistance [Shah2004] Low resistance current sensor (CMS) fu ≈ 4 MHz [Slatter2011] [Olson2003] (-) Additional commutation inductance (+) Limited upper bandwidth (cf. Rogowski coil) DC to AC current measurement Sensitec CMS series: fu ≈ 4 MHz Possibility of integration to IPEM Active (noise) Low losses Evaluation & compensation circuit needed Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current derivative measurement: diC/dt 10 Bonding inductance Rogowski coil uEe(t) = – LE·diC(t)/dt ur(t) =Mr·diC(t)/dt (+) (+) Simple, cheap, no sensing hardware needed Simple, cheap Accurate (direct signal measurement) Accurate (direct signal measurement) (-) (-) Auxiliary (kelvin) emitter terminal needed Rogowski coil needed Dependency on manufacturing process Dependency on stray field Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Current derivative measurement: diC/dt 11 Passive derivation of current signal uin Active derivation of current signal uin uf(t) = a · duin(t)/dt = b · diC(t)/dt (for fin < fc) ud(t) = a · duin(t)/dt = b · diC(t)/dt (+) (+) Simple, cheap Simple, cheap Passive (low noise) High amplitude (-) (-) Indirect measurement (derivation) Indirect measurement (derivation) Low amplitude resolution Active (noise) High amplitude = low bandwidth High amplitude = high noise Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Voltage measurement: uCE 12 Compensated passive voltage divider (+) Simple, cheap Passive (low noise) High bandwidth, adjustable gain [Wang2009] uCE,L(t) = RL / (RH + RL) ∙ uCE(t) (-) Additional IGBT output capacitance (for CL = CH ∙ RH / RL) Blocking voltage of RH is about uCE,max Typ. no additional capacitor CH needed as the parasitic capacitances of RH and the PCB layout are high enough for compensation with CL Minimal possible output capacitance High impedance Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Voltage measurement: uCE,on 13 Decoupling diode D uCE,lim(t) = uCE(t) + uD,f (for uCE < u+ - uD,f) uCE,lim(t) = u+ (for uCE >= u+ - uD,f) Voltages of uCE above u+ - uD,f are clipped by [Huan2007] diode D that is then in blocking state Compensation of uD,f is needed if the exact value of uCE,on is needed (-) (+) Offset uD in measured voltage uCE,lim Simple, cheap Dependency of uD on Passive (low noise) Temperature TD High bandwidth Current iD High blocking voltage of diode D needed (about uCE,max) Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Voltage measurement: uCE,on 14 Limiting Z-diode uCE,lim(t) = uCE(t) (for uCE < uZ + uD,f) uCE,lim(t) = uZ + uD,f (for uCE >= uZ + uD,f) Voltages of uCE above uZ + uD,f are clipped by Z-diode Z and diode D [Carsten1995] (-) (+) Low bandwidth (Z and D conducting Simple, cheap before vCE drops below vZ + vD,f) Passive (low noise) Charge recovery of diodes Low-pass of R and diode’s capacitances No offset voltage in uCE,lim High voltage rating for R (about uCE,max) Low blocking voltages of D & Z needed Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Voltage measurement: uCE,on 15 Parallel switch S uCE,lim(t) = min(uCE(t),ulim) When s = 1 then: uCE,lim = uCE,on [Kaiser1987] (+) (-) Direct connection when switch is Switch S needs same blocking voltage closed (s = 1) (low noise) as IGBT (about uCE,max) No offset voltage in uCE,lim Separate switching signal s needed Derived passively by uCE [Kaiser1987] Provided by digital control unit Limited bandwidth due to delayed switching of S Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Voltage derivative measurement: duCE/dt 16 Passive derivation of voltage signal uCE Amplitude characteristic [Wang2009] uf(t) ≈ Rf ∙ Cf ∙ duCE(t)/dt (+) (for uf
Temperature measurement: Tj 17 NTC thermistor: Rt = f(T) Sensing pn-diode: vf = f(T,if) On-chip integration On-chip integration Distance to IGBT cell Arranged directly next to IGBT cell Typ. resolution: Rt / T ≈ 10kΩ / 200 ºC Typ. resolution vf / T ≈ 1.7 mV / ºC Powerex IGBT module with integrated NTC thermistor Fuji Electric IGBT [Motto2005] module with int. Fuji Electric on-chip sensing diodes [Ichikawa2009] [Motto2005] Infineon Datasheet [Schmidt2009] [Ichikawa2009] [Maxim AN3500,2005] Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Temperature measurement: Tj 18 Gate driving characteristic: IGBT output characteristic: Tj = f(iC, vCE,on) Tj = f(vGE,th) - resolution: typ. 1 V /100 ºC Need for and dependency on (depending on IGBT) iC & vCE,on measurements Infineon datasheet f(td,on, td,off) - resolution: typ. < 2ns / ºC (depending on IGBT & gate current) [Kim1998] [Schmidt2009] Evaluation by DSP / FPGA in interpolated 3D-table Not usable around the crossover-point between positive and negative temperature coefficient, that is typ. above nominal current for PT IGBTs [Kuhn2009] [Kuhn2009] well below nominal current for NPT IGBTs Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Temperature measurement: Tj 19 Internal gate resistor: Tj = f(RG,int) Thermocouple (e.g. Pt100) Integrated in IGBT module Glued on the IGBT chip No additional sensor needed Glue with low thermal impedance needed Very small distance to IGBT junction Location close to IGBT chip center Connection to int. gate terminal needed Large time constant of thermocouple Low temperature dependency of RG,int (≈ 200 ms) Positive temp. coefficient Switching transients of Tj can not be measured Precise acquisition system needed High accuracy for Tj,avg measurement Opening of IGBT module needed [Brekel2009] [Brekel2009] Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
Literature 20 [Bortis2008] D. Bortis, J. Biela and J. W. Kolar, “Active gate control for current balancing of parallel-connected IGBT modules in solid-state modulators,” IEEE Transactions on Plasma Science, vol. 36, no. 5, pp. 2632—2637, Oct. 2008. [Brekel2009] W. Brekel, Th. Duetemeyer, G. Puk and O. Schilling, “Time resolved in situ Tvj measurements of 6.5kV IGBTs during inverter operation,” Proc. of the Power Conversion Intelligent Motion Conf. (PCIM Europe), pp. 808—813, 2009. [Carsten1995] B. Carsten, “A “clipping pre-amplifier” for accurate scope measurement of high voltage switching transistor and diode conduction voltages,” Proc. of the 31st Int. Power Conversion Electronics Conf. and Exhibit, pp. 335—342, 1995. [Huan2007] F. Huang and F. Flett, “IGBT fault protection based on di/dt feedback control,” Proc. of the Annual IEEE Power Electronics Specialists Conf. (PESC), pp. 1478—1484, 2007. [Ichikawa2009] H. Ichikawa, T. Ichimura and S. Soyano, “IGBT modules for hybrid vehicle motor driving,” Fuji electric review, vol. 55, no. 2, pp. 46— 50, 2009. [Kaiser1987] K. Kaiser, “Untersuchung der Verluste von Pulswechselrichterstrukturen mit Spannungszwischenkreis und Phasenstromregelung,” Diss. Vienna Univ. of Tech., pp. 41—45, 1987. [Kim1998] Y.-S. Kim and S.-K. Sul, “On-line estimation of IGBT junction temperature using on-state voltage drop,” Proc. of the 33rd IEEE Industry Applications Society Annual Meeting (IAS), pp. 853—859, 1998. [Kuhn2009] H. Kuhn and A. Mertens, “On-line junction temperature measurement of IGBTs based on temperature sensitive electrical parameters,” Proc. of the 13th European Conf. on Power Electronics and applications (EPE), 2009. [Motto2005] E. R. Motto and J. F. Donlon, “New compact IGBT modules with integrated current and temperature sensors,” Powerex technical library, 2005. [Musumeci2002] S. Musumeci, R. Pagano, A. Raciti, G. Belverde and A. Melito, “A new gate circuit performing fault protections of IGBTs during short circuit transients,” Proc. of the 37th IEEE Industry Applications Society Annual Meeting (IAS), pp. 2614—2621, 2002. [Olson2003] E. R. Olson and R. D. Lorenz, “Integrating giant magnetoresistive current and thermal sensors in power electronic modules,” Proc. of the 18th Annual IEEE Applied Power Electronics Conf. and Exposition (APEC), pp. 773—777, 2003. [Schmidt2009] R. Schmidt and U. Scheuermann, “Using the chip as a temperature sensor – the influence of steep lateral temperature gradients on the Vce(T)-measurement,” Proc. of the 13th European Conf. on Power Electronics and applications (EPE), 2009. [Shah2004] H. N. Shah, Y. Xiao, T. P. Chow, R. J. Gutmann, E. R. Olson, S.-H. Park, W.-K. Lee, J. J. Connors, T. M. Jahns and R. D. Lorenz, “Power electronics modules for inverter applications using flip-chip on flex-circuit technology,” Proc. of the 39th IEEE Industry Applications Society Annual Meeting (IAS), pp. 1526—1533, 2004. [Slatter2011] R. Slatter, J. Schmitt and G. von Manteuffel, “Highly dynamic current sensors based on magnetoresistive (MR) technology,” Proc. of the Power Conversion Intelligent Motion Conf. (PCIM Europe), pp. 616—620, 2011. [Wang2009] Y. Wang, P. R. Palmer, A. T. Bryant, S. J. Finney, M. S. Abu-Khaizaran and G. Li, “An analysis of high-power IGBT switching under cascade active voltage control,” IEEE Transactions on Industry Applications, vol. 45, no. 2, pp. 861—870, Mar. / Apr. 2009. [Xiao2003] C. Xiao, L. Zhao, T. Asada, W. G. Odendaal and J. D. van Wyk, “An overview of integratable current sensor technologies,” Proc. of the 38th IEEE Industry Applications Society Annual Meeting (IAS), pp. 1251—1258, 2003. Y. Lobsiger | 2011/06/30 @ ECPE Workshop Munich
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