ECE 606 Lecture 18: Continuity Equations

By Muhammad A. Alam

Purdue University

Published on

Abstract

Outline
  • Continuity Equation
  • Example problems
  • Conclusion

References

R. F. Pierret, "Advanced Semiconductor Fundamentals", Modular Series on Solid State Devices, Volume VI, Addison-Wesley, 1987, Chapter 5 (Pages 205‐210)

Cite this work

Researchers should cite this work as follows:

  • Muhammad A. Alam (2009), "ECE 606 Lecture 18: Continuity Equations," https://nanohub.org/resources/5817.

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Time

Location

EE 115, Purdue University, West Lafayette, IN

Tags

ECE 606 Lecture 18: Continuity Equations
  • ECE606: Solid State Devices Lecture 18: Continuity Equations 1. ECE606: Solid State Devices Le… 0
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  • Outline 2. Outline 51.733333333333334
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  • Now the Continuity Equations … 3. Now the Continuity Equations … 61.2
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  • Now the Continuity Equations … 4. Now the Continuity Equations … 245.7
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  • Continuity Equations for Electron/Holes 5. Continuity Equations for Elect… 657.5
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  • Continuity Equations via Energy Bands 6. Continuity Equations via Energ… 735.63333333333333
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  • Continuity Equation: A Good Analogy 7. Continuity Equation: A Good An… 820.8
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  • Equations in place, learning to solve them… 8. Equations in place, learning t… 932.83333333333337
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  • Analytical Solutions 9. Analytical Solutions 1125.6333333333334
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  • Outline 10. Outline 1197.6333333333334
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  • Consider a Complex System 11. Consider a Complex System 1200.9
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  • Recall: Analytical Solution of Schrodinger Equation 12. Recall: Analytical Solution of… 1378.0666666666666
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  • Recall: Bound-levels in Finite well 13. Recall: Bound-levels in Finite… 1471.3333333333333
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  • Example: Transient, Uniform Illumination 14. Example: Transient, Uniform Il… 1489.3
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  • Example: Transient, Uniform Illumination 15. Example: Transient, Uniform Il… 1818.5
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  • Example: One sided Minority Diffusion 16. Example: One sided Minority Di… 2006.8333333333333
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  • Example: One sided Minority Diffusion 17. Example: One sided Minority Di… 2129.8666666666668
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  • Example: Minority Diffusion with RG 18. Example: Minority Diffusion wi… 2342.5333333333333
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  • Diffusion with Recombination … 19. Diffusion with Recombination … 2477.7
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  • Combining them all …. 20. Combining them all …. 2608.9666666666667
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  • Why is the E-field for minority carriers negligible ? 21. Why is the E-field for minorit… 2837.2
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  • Conclusion 22. Conclusion 3197.3333333333335
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