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Intoduction to VCSEL Device Simulation

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vertical-cavity surface-emitting laser (semiconductor laser device, diode laser) ... Etched Mesa VCSEL(electron micrograph) Schematic Etched Mesa VCSEL. ... – PowerPoint PPT presentation

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Title: Intoduction to VCSEL Device Simulation


1
Intoduction to VCSEL Device Simulation
  • Mou Zongying 07-06-2004

2
VCSEL Device Simulation
  • Introduction
  • Basic concepts of Laser and semiconductor
  • Physical model of VCSEL device
  • Computing optical mode
  • Numerical simulation
  • Simulation results

3
Introdction
  • VCSEL
  • vertical-cavity surface-emitting laser
    (semiconductor laser device, diode laser)
  • Telecomunications, Pumping source
  • Wave length from infrared to visible
  • etched mesa VCSEL 980nm
  • Buried tunnel junction(BTJ) VCSEL
    1300nm,1550nm
  • Material
  • ALGaAs(GaAs),InGaAsP(InP)
  • Simulators are needed to explore the design
    parameter for an optimum solutionlow cost and
    short time for a design cycle

4
Basic Concepts of Laser
  • Laser

5
Requirements for Laser Action
  • Population inversion

6
Basic Concepts of Semiconductor
  • There are three types of conductors
  • . Insulaters
  • .Metals
  • .Semicondctors

7
Energy Band for Solid
  • Metals
  • . Overlapping energy bands or vary small gap
  • . Electrons in conduction band
  • Semiconductors
  • . Small energy gap lt2ev
  • . Some electrons in conduction band
  • Insulators
  • . Large energy gap
  • . No electrons in conduction band

8
Physical Model of VCSEL
  • Diode laser devices history
  • Physical Model of VCSEl
  • Schematic of two kinds of VCSEL
  • .Etched Mesa
  • .BTJ
  • Maxwells equation
  • Laser device simulation

9
Diode Laser Devices
  • First working device appeared in 1962, at low
    temperature
  • Structure containing several semiconductor layers
    In 1969, at room temperature
  • After 1990, employed BTJ which causes a
    transverse waveguiding--stable transverse mode
    profile and small threshold current

10
Physical Model of VCSEL
  • Time Dependent Model (Finite Difference Time
    Domain) in 1995
  • Stationay Model (Finite Difference Method) in
    1995
  • Microscopic VCSEL Model in 1998
  • Isothermal Electric model in 1999
  • Method of Lines in 2001

11
Etched Mesa VCSEL
Schematic Etched Mesa VCSEL. DBR( distributed
Bragg Resonator)
Etched Mesa VCSEL(electron micrograph)
12
Etched Mesa VCSEL
13
BTJ VCSEL
  • Schematic Buried Tunnel Junction VCSEL

14
Etched Mesa and BTJ VCSEL
  • Schematic cross section of two types of VCSEL

15
Maxwells Equation
  • Maxwells eq. and material eq.

16
Maxwell wave equation
  • for J0

17
Maxwell wave equation
Separate
Eigenvalue problem
Frequency
Normalization
18
Laser Device Simulation
  • Dielectric fuction

Mechanism . Direct interband absorption .
Indirect interband absorption . Free carrier
absorption . Interconduction band and
intervalence band absorption
19
Laser Device Simulation
  • Photon rate eq.

Where Sk is the photon number Rk is
spontaneous emmission wk is the net modal
rate change
20
Computing Optical Mode
  • Open Cavity

. Only the innerboundary Structure determines the
optical mode . Outerboundary is an absorber
(no backscattering)
21
Computing Optical Mode
  • Variational function

22
Computing Optical Mode
  • Rotation symmetric

23
Computing Optical Mode
  • Variational function for axi-symmetric case

24
Computing Optical Mode
  • Boundary condition

25
Numerical Simulation
  • Jacobi-Davidson QZ iteration method
  • Biconjugate gradient stabilished method
    (BiCGstab) is used to solve Jacobi correction
    equation and speed up the convergence
  • Software LUM12 mode solver package

26
Simulation Result
  • The intensity of ?k(z)
  • for the fundermental
  • longitudinal VCSEL mode
  • (Etched Mesa)

27
Simulation Result
  • Foundmental mode (BTJ)

28
Simulation Result
  • Higher mode (BTJ)

29
3D Numerical Simulation
  • Edge finite elements for solving 3D-Maxwell
    equation
  • . Shape function are vectors
  • . Unknows now along the edge
  • . Natural elements for Maxwells equation
  • . Restriction domain has to be convex

30
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