Finding the current in the drain of a MOSFET

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SUMMARY

The discussion focuses on calculating the drain current (ID) of a MOSFET using the gate oxide capacitance (Cox). To determine Cox, the oxide permittivity (εox) and oxide thickness (tox) are essential parameters. The equations for both the triode and saturation regions of the MOSFET are provided, emphasizing the relationship between these variables. The assumption is made that silicon dioxide serves as the gate dielectric, allowing εox to be referenced from standard values.

PREREQUISITES
  • Understanding of MOSFET operation and characteristics
  • Familiarity with gate oxide capacitance calculations
  • Knowledge of semiconductor physics, specifically regarding silicon dioxide
  • Proficiency in using equations for MOSFET in triode and saturation regions
NEXT STEPS
  • Research the oxide permittivity (εox) values for silicon dioxide
  • Study the derivation and application of the MOSFET equations in both triode and saturation regions
  • Explore the impact of gate oxide thickness (tox) on MOSFET performance
  • Learn about the effects of channel length modulation (λ) in MOSFET saturation
USEFUL FOR

Electrical engineers, students studying semiconductor devices, and professionals involved in MOSFET design and analysis will benefit from this discussion.

bl965
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Homework Statement


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The equations provided require the oxide permittivity (εox)as well as the oxide thickness (tox) to determine the gate oxide capacitance per unit squared (Cox). How to solve this?

Homework Equations


In triode region: ID = μn * Cox * W/L * ((VGS-Vth)* VDS - VDS2/2

In saturation = μn * Cox * 1/2 * W/L * (VGS-Vth)2 * (1 + λ*VDS)

Cox = εox / tox

The Attempt at a Solution


Without εox, I can't get Cox; I can't start.
 
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tox is given. εox you should be able to look up. Assume the device uses silicon dioxide as the gate dielectric.
 

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