Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 3 pot

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 1 doc

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 1 doc

... R c2 & R c3 ⇒ therefore no IR contribution to V 23 R s ( 2 -3 ) = v 23 /I = σ -1 (d 23 /A) = ρ (d 23 /A) (Note: ρ-resistivity is inverse of σ−conductivity) © H.L. Tuller-2001 3. 225 20 How ... Tuller-2001 For R 9 3. 225 9 Equation of Motion - Impact of Collisions Assume: • probability of collision in time dt = dt/τ • time varying field F(t) v(t+dt...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 5 ppt

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 5 ppt

... Eg=1.1eV, and let µ e and µ h be approximately equal at 1000cm 2 /V-sec (very good Si!). σ~10 10 cm -3 *1.602x10 -1 9 *1000cm 2 /V-sec=1.6x10 -6 S/m, or a resistivity ρ of about 10 6 ohm-m max. ... ~10 20 cm -3 – Add 10 18 cm -3 donors to Si: n~N d –n~10 18 cm -3 , p~10 2 (n i 2 /N d ) • Can change conductivity drastically – 1 part in 10 7 impurity in a...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 10 pps

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 10 pps

... 12 13 10 -7 10 -6 10 -5 10 -4 Y-cut σ 0 = 2.1 S cm -1 E A = 105 kJ mol -1 10 4 /T [1/K] σ [S cm -1 ] 900 800 700 600 500 T [°C] 13 3. 225 13 © H.L. Tuller-2001 Gas Sensors and ... •Smart sensors 3. 225 14 © H.L. Tuller-2001 Microhotplate 7 4 3. 225 7 © H.L. Tuller-2001 0 5 10 15 20 25 30 35 1E-5 1E-4 1E -3 0,01 0,1 T = 850°C X=0. 03...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 9 pps

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 9 pps

... (Ωcm) -1 ) T = 800 °C log(pO 2 / bar) 0.995 1,005 -1 6 -4 0 -5 -4 -3 -2 -1 0 1 donor acceptor -2 0 -1 2 -8 donor doped acceptor doped 2 3. 225 15 Designer Wavelengths Variation of ... Wavelengths Variation of band-gap energy with composition x of In 1-x Ga x As. © H.L. Tuller, 2001 3. 225 16 Band-Gap Colors Mixed crystals of yellow...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 3 pot

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 3 pot

... Fitzgerald-1999 ) ) ) 3 3.225 5 Effect of Temperature (T>0): Coupled electronic- thermal properties in conductors • Electrons at the Fermi surface are able to increase energy: responsible for properties • ... are λ=h/p~10 -8 cm in size • Certain wavelengths of valence electrons will diffract! © E. Fitzgerald-1999 3. 225 8 Diffraction Picture of the Origin of Band G...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 6 pps

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 6 pps

... when you join these together? © E. Fitzgerald-1999 3. 225 12 - - + + + + Holes diffuse Electrons diffuse + + + + - - - - + + + + - - + + + + An electric field forms due to ... Fitzgerald-1999 Potential Wells - Heterojunction Lasers Energy bands of a light-emitting diode under forward bias for a double heterojunction AlGaAs-GaAs-AlGaAs stru...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 8 pdf

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 8 pdf

... Tuller, 2001 or 0 3 ε α orc N T T = Fig. 1. The Curie-Weiss law illustrated for (Ba,Sr)TiO 3 From L.L. Hench and J.K. West, Principles of Electronic Ceramics, Wiley, 1990, p. 2 43. 1 33 00 =         = c kT CNN εε α c c TT T − = 3 χ 3. 225 2 • ... H.L. Tuller, 2001 W 6 3. 225 7 Characteristics of Optical Fiber © E. Fitzgerald-1999 3. 225 8 Characteristics of...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 4 pps

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 4 pps

... numbers are:) n=1,2 ,3, … =0,1,2,…,n-1 m l =- , - +1,…,0,…, , (m s =+ or - 1/2) l l l l 0 -1 3. 6eV U(r) © E. Fitzgerald-1999 ) in -1 3. 225 9 Diffraction Picture of the Origin of Band Gaps Probability ... Electron Model © E. Fitzgerald-1999 5 3. 225 5 Metals and Insulators •E F in mid-band area: free e-, metallic •E F near band edge –E F in or near kT...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 11 potx

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 11 potx

... negative Rule of Thumb: 5.1 radius) 2(atomic distance cinteratomi 2 >≡ a r r J is a function of distance! 8 3. 225 8 © E. Fitzgerald-1999 Ferromagnetism M T T C () ( ) () ( ) 1. 4-1 .3 0 .3 7-0 .33 ≈−∝ ≈−∝ − γχ β γ β TTT TTTM C C H B=H+4πM ‘normal’ ... material Material Type χ Paramagnetic +10 -5 -1 0 -4 Diamagnetic -1 0 -8 -1 0 -5 Ferromagnetic +10 5...
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Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 2 pot

Materials Science and Engineering - Electronic and Mechanical Properties of Materials Part 2 pot

... e -i(kx-ωt) are all waves e -i(kx-ωt) is the complex one and is the most general real imaginary A Acosθ iAsinθ θ e iθ =cosθ+isinθ © E.A. Fitzgerald-1999 1 3. 225 11 Wiedmann-Franz ... Fitzgerald-1999 5 3. 225 25 Experimental Hall Results on Metals • Valence=1 metals look like free-electron Drude metals • Valence=2 and 3, magnitude and sign suggest problems © E.A...
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