Thermal conductivity of organic semi Thermal conductivity of organic - - PowerPoint PPT Presentation

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Thermal conductivity of organic semi Thermal conductivity of organic - - PowerPoint PPT Presentation

Thermal conductivity of organic semi Thermal conductivity of organic semi- - conducting materials using 3 omega and conducting materials using 3 omega and conducting materials using 3 omega and conducting materials using 3 omega and


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SLIDE 1

Thermal conductivity of organic semi Thermal conductivity of organic semi-

  • conducting materials using 3 omega and

conducting materials using 3 omega and conducting materials using 3 omega and conducting materials using 3 omega and radiothermal radiothermal photometry techniques photometry techniques

  • F. Reisdorffer1, N. Horny2, B. Garnier3 ,C. Renaud4, M. Chirtoc2, T.P. Nguyen1

2Laboratoire GRESPI 1Institut des Matériaux Jean Rouxel 3Laboratoire de Thermocinétique 4Laboratoire LAPLACE

Reims Nantes

3rd European Energy Conference , Budapest Oct 27‐30 2013

Toulouse Nantes

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SLIDE 2

Context PTR 3 ω Comparison Conclusion Flexible transparent electronic market Monitoring Emerging devices OLEDs applications Car industry 2020 40 109 $ t 800 106 it Car industry

Flexible OLED market

2020: 40.109 $ et 800.106 units Lighting Lighting

http://www.ihs.com Aug 29th 2013

2

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SLIDE 3

Context PTR 3 ω Comparison Conclusion Problematic Monitoring

High brightness Lighting g g

Lifetime decrease

g g

Hi h t d it Lifetime decrease J l ff t High current density OLED Temperature increase up to 70°C for Joule effect increase up to 70 C for 100 cd/m2

Thermal conductivity of organic thin films ?

3

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SLIDE 4

Measurement of thin film thermal properties Context PTR 3 ω Comparison Conclusion Monitoring Organic thin films thermal conductivity measurement methods e<100nm Transient methods

  • Transient plane source

Transient methods Not very accurate

  • Laser Flash methods
  • Photothermal radiometry (PTR)

Too much temperature increase Thi t d

  • 3 omega (3)

This study 4

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SLIDE 5

Context PTR 3 ω Comparison Conclusion

Outline Outline

  • Radiothermal photometry (PTR)
  • 3 omega (3)

g ( )

  • Comparison

Conclusion & Perspectives

  • Conclusion & Perspectives

5

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SLIDE 6

Photothermal radiometry (PTR) Presentation Context PTR 3 ω Comparison Conclusion Monitoring Use of microlens beam-shaper for uniform sample irradiation

  • 1-D model down to 0 1 Hz
  • 1 D model down to 0.1 Hz
  • Homogeneous phase up to 0.1 MHz

Observation scale µ, Diffusion length: mm to µm Use of gold layer to increase absorption 6

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SLIDE 7

PTR Measurements Context PTR 3 ω Comparison Conclusion Monitoring

1.0 185 nm

  • 20

Thi k 0.8 400 nm 600 nm 785 nm s

  • 1/2)

Thi k

  • 40
  • 30

e (°) Thickness 0.4 0.6 T.F

½ (K.

Thickness

  • 50
  • 40

185 nm 400 nm 600 nm Phase 10 10

1

10

2

10

3

10

4

10

5

0.2 Frequency (Hz) 10 10

1

10

2

10

3

10

4

10

5

  • 60

785 nm Frequency (Hz)

Gold layer thickness: 100 nm (PVD) Alq3 layer thickness: 185 nm to 785 nm (Thermal evaporation) Alq3 layer thickness: 185 nm to 785 nm (Thermal evaporation) Shift to low frequency with thickness Thermal model Thermal properties 7

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SLIDE 8

PTR Analysis Context PTR 3 ω Comparison Conclusion

1.0 1.2

Theorical curve: Alq3 185 nm Experimental points: Alq3 185 nm Theorical curve: Alq3 600 nm E i l i Al 3 600

1-D model 3 layers

0.6 0.8

Experimental points: Alq3 600 nm

F

½ (K.s

  • 1/2)

3 layers Thermal interfacial resistance included in the thermal conductivity measurement

10 10

1

10

2

10

3

10

4

10

5

0.2 0.4 T.F

h

Q (W.m-2)

10 10 10 10 10 10 Frequency (Hz)

  • 20

z

Gold Alq3 Quartz

  • Agreement between measured and computed values
  • 40
  • 30

se (°)

Quartz

  • 3 layers model, limit of detection: 185 nm
  • Alq3 thermal conductivity:
  • Alq3 ρCp: 1.5-3.5 106 J.m-3.K-1
  • 50

Theorical curve: Alq3 185 nm Experimental points: Alq3 185 nm Theorical curve: Alq3 600 nm

Phas

0.07-0.1 W.m-1.K-1

10 10

1

10

2

10

3

10

4

10

5

  • 60

Experimental points: Alq3 600 nm

Frequency (Hz)

8

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SLIDE 9

Context PTR 3 ω Comparison Conclusion Presentation of the 3 method Monitoring Principle: Thin metal strip used as a heater and a temperature sensor

Alq3 Gold 30m wide

          ) t 3 cos( T 1 ) t cos( T 1 ) t cos( ) T 1 ( I R ) t ( U           

p

) T 1 ( R R    

Alq3 Quartz

with

          ) t 3 cos( T 2 ) t cos( T 2 ) t cos( ) T 1 ( I R ) t ( U

ac ac dc

          

Thermal properties

) T 1 ( R R    

with

U(t) Lock-In Use of Wheatstone bridge (x103) + Lock-in amplifier (x105 ) AC lt + Lock-in amplifier (x10 ) Diffusion length: µm to mm Thi fil thi k 10 t 1 voltage Thin film thickness: 10 nm to 1 µm 9

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SLIDE 10

Thin metal strip characteristics Context PTR 3 ω Comparison Conclusion

60 37.5 µm

Gold thin film

20 40 Height (nm)

Sputtering : length: 1.4 mm width: 30-40 µm thickness: 30 nm

800 820 840 860 880 900 Position (µm)

1.08

Systematic control using:

  • profilometer
  • optical microscope

1.04 1.06

R0

α=1.67 mK-1 Gold thin film temperature coefficient ? DC source and small variation

1 00 1.02

R/R

)) ( 1 ( T T R R    

5 10 15 20 25 30 35 40 1.00

T-T0 (K)

10

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SLIDE 11

3 measurements and analysis Context PTR 3 ω Comparison Conclusion 6 2 < f/Hz < 5000 4 Integral calculus method (Cahill 1990*) : 300 K Alq3≈200 nm

In phase

2 TAC (K)

f f s AC

bK Pd dk Ds i k kb kb P T 2 ) / 2 ( ) ( ) ( sin ) (

2 2 2

2 1

   

  

Substrat Thin film

Out of phase

10

  • 1

10 10

1

10

2

10

3

10

4

  • 2

Frequency (Hz)  Agreement between experimental and theoretical curves

*D.G. Cahill,, Rev. Sci. Instrum. 61 (1990) 802–808.

11

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SLIDE 12

1.6

1)

1500

Context PTR 3 ω Comparison Conclusion 3 results

1.2 1.4 ty (W.K

  • 1.m
  • 1

1000 1500 K

  • 1)

Substrate Substrate

0.6 0.8 1.0 al conductivit 500 Cp (J.kg

  • 1.

50 100 150 200 250 300 350 400 0.4 0.6 Therma Temperature (K) 100 200 300 400 Temperature (K) 0.07 .m

  • 1)

Thin film Thermal properties of Quartz: Ks=1.43 W.m-1.K-1, Cps=848 J.kg-1. K-1 at 300K

0.06 tivity (W.K

  • 1.

Alq3 thin Film at 300 K: K 0 067 W

1 K 1

0.05 rmal conduc

Kf=0.067 W.m-1.K-1

50 100 150 200 250 300 350 400 0.04 Ther Temperature (K)

12

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SLIDE 13

Context PTR 3 ω Comparison Conclusion PTR vs 3

0.12

1.K

  • 1)

Alq3 300K

0.08 0.10

ity (W.m

  • 300K

0 04 0.06

PTR

conductiv

200 400 600 800 0.02 0.04

PTR 3

Thermal c T Thickness (nm)

Closeness of the agreement between PTR and 3 measurements g  Some literature results for thermal cond of Alq3:

  • Pills (0.1 W.m-1.K-1)
  • Thin films (One time sublimated: 0.5 W.m-1.K-1)

Thin films (One time sublimated: 0.5 W.m K ) Thermal conductivity decrease for reduced Alq3 thickness (for 25 < e < 600nm) 13

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SLIDE 14

Context PTR 3 ω Comparison Conclusion C l i Monitoring

  • Thermal conductivity measurement : Alq3 layer from 45 to 785 nm

at the same scale as in OLED Conclusion at the same scale as in OLED

  • Thermal properties measurement performed by 2 techniques :
  • photothermal radiometry (PTR)

3 omega (3)

  • 3 omega (3)
  • Closeness of the agreement between PTR and 3 measurements

Perspectives  Aging effect on Alq3 thermal properties  Thermal conductivity increase by doping y y p g  Temperature decrease during OLEDs operation (Active cooling: Peltier?) 14

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SLIDE 15

Thanks for your attention

Aknowledgment : Région Pays de la Loire-Project PERLE2

3rd European Energy Conference , Budapest Oct 27‐30 2013