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Thermal vibration E thermal =k B T ⇒ ∆x thermal = L -0.5 Observed in CNTs dominates excitation for low L (∆x( lin ~ L) P.R.B. 58,14013(1998) Nature 381, 678 (1996) Nanoletters 3,1577(2003)
Quantum limit H=½mv 2 + ½kx 2 ⇒ H=hν(a + a+1/2)
Page 1 and 2: Introduction to nano-electromechani
Page 3 and 4: Electro Mechanical Systems What is
Page 5 and 6: materials Si, SiN, GaAs standard i
Page 7 and 8: Nano Electro Mechanical Systems ISS
Page 9 and 10: Optical coupling 2µm Need flat su
Page 11 and 12: SEM SiC Nanowire rest fundamental h
Page 13 and 14: Field emission Experimental set up
Page 15 and 16: What’s new? Non-linearity Frequ
Page 17 and 18: Non-linear effects Amplitude Freque
Page 19 and 20: Role of Electric Field Electrostat
Page 21: Casimir forces PRL 87, 211801 (2001
Page 25 and 26: Performances Damping Mass sensing
Page 27 and 28: Nanobalance nano letters 6, 583 (20
Page 29 and 30: Self-oscillations What is self osc
Page 31 and 32: SEM Experiments Ayari et al., Nano
Page 33 and 34: Why did it work ? V R, k C, k Y , m
Page 35 and 36: Why did it work ? Mechanical equat
Page 37 and 38: Why did it work ? Mechanical equat
Page 39 and 40: Summary First observation of self-

(Microsoft PowerPoint - \351coleaNW_ayari2.ppt) - IEMN

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