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Berkeley ELENG C235 - Potential of Nanogenerator

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Slide 1Slide 2Slide 3Slide 4Slide 5Slide 6Slide 7Slide 8Slide 9Slide 10Slide 11Piezoelectric transducer for energy harvestingSlide 13Argument against WangOrigin of the piezoelectric voltageModel of ZnO Piezoelectric GeneratorRectification of a Schottky diodeVoltage argumentVoltage argumentUnknowns behind the nanogeneratorPotential of NanogeneratorAdv. Func Mater., 2008 (18) 1-15.OutlineProof of principle of ZnO nanowires power generation triggered by an AFM tip (Wang et al, Science 2006)Nanoscale generator (Wang et al, Science 2007) and potential applicationsControversy regarding the power generation mechanism- n-type ZnO nanowire grown on Al2O3 substrate- generating electricity by deforming NW with AFM tipAligned ZnO NWs grown on Al2O3Science, 312 (2006) 242-246.Output voltage from aligned ZnO nanowiresScience, 312 (2006) 242-246.- Sharp output voltage- Peak corresponds to maximum deflection of NW Discharge occurs when tip contacts with compressed sideElectron affinity of ZnO: 4.5 eVWork function of Ag: 4.2 eVWork function of Pt: 6.1 eVVL=Vm-VSMechanism of ZnO NanogeneratorTransport is governed by metal-semiconductor Schottky barrier for PZ ZnO NWScience, 312 (2006) 242-246.The difference of Ohmic and Schottky- No output signal form Al-In-coated Si tip (ohmic contactwith ZnO NW)Adv. Func Mater., 2008 (18) 1-15.ZnO Nanogenerator structureZig-Zag Pt coated Si electrode plays the role of an array of AFM tipsDevice embedded in a polymer protecting layerSchematic view and SEM images of the nanogeneratorNanogenerator immersed in an ultrasonic bathDirect-Current Nanogenerator Driven by Ultrasonic WavesWang et al Science 2007, 316 p102Power generation mechanismsSchematic view of the discharging mechanismsEquivalent circuitSEM cross-section view of the nanogeneratorPower generationDevice size: 2mm2 Power generated: 1pWCurrent, bias and resistance of the generator as a function of timeCurrent generated as a function of timeEstimated power per NW: 1-4 fWPower density after optimization (109 active NW per cm2): 1-4 µW/ cm2Applications: transistors and LEDA generator providing 10 to 50nW is required to power such a cross NW FETa. Gate dependent IV characteristics of a cross NW FET b. SEM image of a cross NW junction, scale bar is 1µm Huang Y. et al, Science 2001 284 p1313Current and emission intensity of a carbon nanotubes film as a function of gate voltage (Vd was 1V)Chen J. et al, Science 2005, 310, p1171µW power level needed for a CNT LEDApplications: wireless sensorsEnergy Harvesting From Human and Machine Motion for Wireless Electronic DevicesMitcheson et al, proceedings of the IEEE, Vol 96, N.9, 2008Sensor nodes (motes) applications:•Structural monitoring of buildings•Military tracking•Personal tracking and record system (Health)Powering motes:•Sensor 12µW quiescent power•ADC 1µW for 8 bit sampling•Transmitter 0.65µW for 1kbpsMEMS accelerometers already used for various applicationsBasic wireless sensor arrangementPiezoelectric transducer for energy harvestingMitcheson et al, proceedings of the IEEE, Vol 96, N.9, 2008Test: 608 Hz resonant operation 1g acceleration0.89V AC peak–peak generated2.16 µW power outputFang HB et al, Microelectronics Journal 37 (2006) 1280–1284Electrostatic transducer for energy harvestingAssembled JFETGenerates 100 µW/cm3 from a vibration source of 2.25 m/s2 at 120 Hzelectret: permanent charge buried in the dielectric layerSEM images of the generator integrated with a FET schematic view of a constant charge electrostatic transducerMitcheson et al, proceedings of the IEEE, Vol 96, N.9, 2008S. Roundy, P. K. Wright, and J. M. Rabaey,Energy Scavenging for Wireless SensorNetworks, 1st ed. Boston, MA: KluwerAcademic, 2003.Argument against WangAdvanced Materials 20, 4021 (2008)Origin of the piezoelectric voltageStrain  displacive chargeDisplacive charge  voltageFor ideal insulator: Generation of piezoelectric charge can be considered equivalent to the generation of a potentialGosele et al. Adv. Mater. 20, 4021 (2008)Model of ZnO Piezoelectric GeneratorFor semiconducting ZnO:Gosele et al. Adv. Mater. 20, 4021 (2008)Load time constant RL = 500MΩ CL > 5pF τL ~ 1sIntrinsic time constant τL ~ 10-2 ps<<<<Rectification of a Schottky diodeGosele et al. Adv. Mater. 20, 4021 (2008)V ~ kBT/q ~ 25meV  quasi-ohmic To get rectification:V >> Vbi ~ 0.3-0.8VWang’s data: output ~ 10mVVoltage argumentWang et al’s previous opinion: Piezoelectric voltage is 0.3V (calculation)High contact resistance leads to low output of 10 mV (experiment)Gosele et al ruled out the possibility of a high contact resistanceLoad resistor is 500 MΩ  no way for a contact resistance higher than 500 MΩWang et al. Nano Lett. 7, 2499 (2007)Gosele et al. Adv. Mater. 20, 4021 (2008)Voltage argumentWang et al’s new model:10 mV: difference of Fermi levels0.3V:real Schottky diode driving voltageIf Wang’s new model is true,0.3V is still a small voltage to rectify the piezoelectric signal…Wang et al. Adv. Mater. 20, 1 (2008) Wang et al. Nano Lett. 8, 328 (2008)Unknowns behind the nanogeneratorThere is a lot of more work to be done…I. Time constantII. RectificationThe nanogenerator


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Berkeley ELENG C235 - Potential of Nanogenerator

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