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Nanocrystal embedded MOS non volatile memory devices Prof. C. K. Sarkar, Senior Member, IEEE IEEE EDS Distinguished Lecturer Professor Dept. of Electronics & Telecommunication Engineering Jadavpur University Kolkata-700032 , INDIA


  1. Nanocrystal embedded MOS non volatile memory devices Prof. C. K. Sarkar, Senior Member, IEEE IEEE EDS Distinguished Lecturer Professor Dept. of Electronics & Telecommunication Engineering Jadavpur University Kolkata-700032 , INDIA Phone/Fax: +91-33-24146217 E-mail: phyhod@yahoo.co.in http://www.jaduniv.edu.in http://www.ndslju.org

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  3. Nanotechnology: A Revolutionary Concept “ T The here’s pl plent nty of r room a at t the he bot ottom om” -Richard P. Feynman (Caltech, 29.12.1959) Today Nanotechnology is a vast Inter-disciplinary Field 3

  4. The applications of Nanotechnology are numerous Source: ht http: p://lib.bi bioinfo.pl pl/bl blid:1739 Nano-electronics holds a major share in this Source: NAT ATIONAL AL S SCIENCE F FOUNDAT ATION, USA 4

  5. MOS Memory Devices  USB Flash drives  Memory cards (SD,MMC,M2) used in mobile phones, digital cameras, MP3 players  Computer DRAMs, Solid State Hard Drives (HDD) They are & many more everywhere 5

  6. Various MOS Memory Devices FeRAM, MRAM, PRAM RAM DRAM MOS SDRAM PROM Memory ROM • EEPROM • FLASH • EPROM MROM Ref: A. Sengupta, C.K. Sarkar, The 4 th IEEE International NanoElectronics Conf. (IEEE 6 INEC ), June 21-24, 2011, Taiwan

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  8. 1991 1992 1993 Flash Memory Market 1994 Growth (NAND & NOR) 1995 1996 Data Source: WSTS & IC Insights 1997 1998 Year 1999 2000 2001 2002 2003 2004 2005 2006 0 5000 10000 15000 20000 Flash Memory Market (USD mn) 8

  9. Transistors per die of MOS Memory Devices 9

  10. MOSFET memory and MOS capacitors MOSFET memory devices rely on charge stored in the Floating Gate to cause a shift in the threshold/ flatband voltage. Campardo e o et. a al. VLSI Design of of N Non on-Volatile M Memories, s, Springer V Verlag, Berlin H Heidelberg 2005, 2005, p pp. 50 50 10

  11. Conventional MOS NVMs : Floating gate & SONOS  Charges are stored in the polysilicon Floating Gate.  Most commonly used for Flash memory applications.  Charges are stored in the Oxide-Nitride interface.  Another variant MNOS useful for Aerospace/Military applications. 11

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  13. Disadvantage of conventional MOS Memory Devices  With scaling and thinner tunnel oxides, leakage provides a major challenge.  Also for portability lesser write voltages are required.  Advantages of Nanotechnology may be applied to MOS devices.  Nanocrystal embedded MOS NVMs can help in this regard. 13

  14. 130 nm 2001 Courtesy : Prof. Jakub Kedz dzierski IIT IIT-Bomba bay/ MIT IT Linc ncoln n Lab ~100 A gate Roa oad-bloc ock: Ga Gate o oxide leakage ~0.1 A gate tunne nneling ng current nt, t the he leakage quantum n nature o of matter let ets el elect ectrons pen enet etrate e the e gate ox oxide 14

  15. Nanoparticles Based Floating Gate MOS Memory Structure  Nanoparticles(nc) diameter in 5-6nm range.  Confined in a narrow layer within SiO 2 called embedded gate dielectric  Charging and discharging of nc carried out by electron tunneling  Electrons tunnel from Si substrate to gate electrode through gate dielectric  A thin tunneling barrier is formed at the interface of silicon substrate and composite gate dielectric  Comparison of nc-Si and nc-Ge Nanoparticles embedded embedded gate oxide MOS devices. floating gate MOSFET and MOSCAP 15

  16. Write/Erase mechanism of such a device 16

  17. Advantages of Nanocrystal embedded MOS NVM 17

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  19. Metallic Nanocrystals Use of Metallic nanocrystals like Ni, W, Ag, Au, Pt ncs. Lee et. a al. J J E Electron M Mater. 34, 1-11, 11, 2005. 2005. Lee e et. al. IEEE TED 52, 52,4, 4,507 ( 507 (2005) 2005) Better charge s storage , L Lesser l leakage, improved r retention 19

  20. CNT/ C60 embedded MOS NVM [T-H. H Hou e et. a al. D Device Rese search Conference, 2008, Issu ssue D Date: 23-25 25 June 2008 2008 pp.275 275 - 276 276 [X. B B. Lu a and J. Y Y. D Dai, Applied P Physics L Letters, v vol. 8 88, n no. 1 11, p p. 1 113104, 2 2006.] 20

  21. Stacked High-k gate dielectrics • High-k materials help in suppressing the leakage. They have better • Yang et. al. Nanotechnology 21 (2010) 245201 charge retention then SiO 2 gate dielectrics. • Better Program / Erase cycles endurance. Lo e et. a al. l. A APPLIED PHYSI SICS L S LETTERS S 94, 082901 082901 2009] 2009] 21

  22. Compound semiconductor MOSFET • Compound semiconductors like In x Ga 1-x As, GaN, InP, GaAs have better MOSFET performance than conventional Si or strained Si MOS. • Such compound semiconductor MOS can be used for memory applications as well. P. D. Y Ye et a alApplied Physics L Letters, v vol. 8 84, no. 3, 3, p p. 434, 434, 2004. 2004. Kalna e et. al. Semicond. Sci. Technol. 1 19 S202 202-S205 ( 205 (2004) 2004) 22

  23. Multigate MOS NVM structures Yeom e et. a al. Nanotechnology 19 ( 9 (2008) 2008) 395204 395204 S. O Oh, J J. Kor. Phys. S Soc., 5 55, 1, 2 263, 2009 H-B. . Chen e et. . al., ., IE IEEE E Electron D Dev. . Lett., ., 32, 10, 32, 0, 1 1382 382 (201 2011) M.F. Hung, Applied Physics Letters, 98, 98, 1 1621 62108, 08, 2011 23

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  25. Why Modeling? • Many device structures, many materials in terms of the embedded NCs and the substrate materials. • Fabrication and testing is costly, time-consuming and requires infrastructure and manpower. • A good model can thus act as a pointer in the right direction well before the actual fab is carried out. 25

  26. Need for New Simulations Standard device simulators like Sentaurus, Silvaco • TCAD do not incorporate nanocrystal embedded MOS NVMs. • Existing models are either involving a large amount of numerical solutions and rather complex iterative orthogonalization and extraction methods for 3D Kohn-Sham / Poisson-Schrodinger equations. • No analytical models for advanced multi-gate nc embedded gate dielectric MOSFET NVMs. 26

  27. Write Mechanism: Fowler – Nordheim Tunneling  High Applied Gate voltage  Fowler- Nordheim tunneling  The barrier becomes Triangular in shape  Applied gate voltage  Electrons tunnel from the conduction band of Si to conduction band of oxide through part of potential barrier Band diagram of Fowler-Nordheim tunneling 27

  28. Band Structure of Tunneling under Different Conditions of Applied Electric Field Band bending at applied electric fields under different conditions (a) (b) (c) 28

  29. F-N Tunneling Probabilty ( ) Case I : < φ − qF d E eff eff o   4 2 m ( ) ( ) ( ) ( ) 4 2 m    3/2 3/2 3/2  = − φ − − φ − − − φ − − eff D E exp E E qF d E qF d     eff 0 eff 0 eff 0 eff 0   3 q F 3 q F   eff ( ) ( ) Case II : φ − < < φ − E qF d E eff o eff o ) { } − ( 1 = θ θ − θ + θ θ + θ +   2 2 2 2 D E sin cosh ( ) cos cosh ln(4)   2 3 1 2 3 1 0 { } 1/2 x i ( ) ∫ θ =  −  *  2 m V x E dx   i 0 x − i 1 ( ) Case III : > φ − qF d E eff o   4 2 m ( ) 3/2   = − φ − eff D E ( ) exp E   0 eff 0  3 q F   eff 29

  30. Leakage: Direct Tunneling  Low Applied Gate voltage  Direct tunneling  Applied gate voltage condition  The Barrier becomes Trapezoidal in shape  Electrons tunnel directly from Si conduction band to metal instead of through oxide conduction band Band diagram for direct tunneling { } ( ) ( )   1/2 φ − α α φ − 2 2 m E q V 2 2 m E   eff eff 0 eff eff 0 = J exp d   D 2     d   30

  31. Parameters changed due to inclusion of Nanoparticles  Dielectric constant of SiO 2 embedded with nc-Si determined by using Maxwell-Garnett Effective Medium Approximation (EMA) { } ( ) ( ) − ∈ ν ∈ −∈ + ∈ + ∈ 1  −  2 2 t t t ∈ = + ∈ = ox nc ox nc ox  ox ox  ( ) ∈ ⋅ ∈ ⋅ − ∈ + ∈ − ν ∈ −∈ eff nc ox t t   2 − ox nc ox nc ox nc ox  Band gap energy has been modified π   +  2 2 1 1 = + E E   gnc bulk 2 * *   2 R m m h e  Effective barrier height modified   E ( ) 1 1 φ = + ⋅ − + ⋅ − gsio 2   E (1 v ) v E E eff gsio 2 gnc gsi   2 2 2  Electron effective mass has been changed −   m d m ( d d ) = + sio 2 sio 2 nc sio 2 m   eff   d d 31

  32. Simulated Fowler-Nordheim Plot  FN plot compares the pure SiO 2 gate dielectric with the nc- Si and the nc-Ge embedded dielectric.  Both The nanoparticles embedded composite gate dieletrics show higher F-N tunneling current density than the pure SiO 2 dielectric.  The F-N tunneling current density is higher in nc-Ge embedded gate dielectric than the nc-Si embedded one. Ref: G. Chakraborty, A. Sengupta, F.G. Requejo, C.K. Sarkar, J. Appl. Phys., 109, 064504 (2011). 32

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