Core Behavior and First-Principles View
MOSFETs (Metal-Oxide-Semiconductor Field-Effect Transistors) are the dominant switching devices in modern low- and mid-power electronics. They are used in:
- DC-DC converters
- Motor drivers
- Battery management systems
- Embedded hardware platforms
- Power distribution stages
To design MOSFET-based systems reliably, we must understand:
- Channel formation physics
- Operating regions
- Gate charge dynamics
- Conduction and switching losses
- Parasitic effects
- Thermal limits
- PCB layout constraints
A MOSFET is a voltage-controlled current device.
Unlike BJTs, it does not require continuous input current — only charge to the gate.
Internal Structure and Channel Formation

An N-channel enhancement MOSFET consists of:
- Gate (G)
- Drain (D)
- Source (S)
- Body (B)
- Gate oxide layer
- Intrinsic body diode
When:
An inversion layer forms under the oxide, creating a conductive channel between source and drain.
The gate voltage controls the density of charge carriers in this channel.
Operating Regions and Mathematical Model
Cutoff Region (OFF State)
If:
Then:
The MOSFET is OFF.
Linear (Triode) Region
When:
- ( V_{GS} > V_{TH} )
- ( V_{DS} < V_{GS} - V_{TH} )
Drain current:
Where:
In power switching, this region behaves like a controlled resistor.
Saturation Region
When:
Drain current:
In switching applications, we avoid operating in saturation.
We drive the MOSFET fully into the linear region to minimize resistance.
MOSFET as a Practical Switch
In switching applications:
- OFF → Cutoff
- ON → Low ( R_{DS(on)} )
On-state voltage:
Datasheets therefore emphasize:
- ( R_{DS(on)} )
- Gate charge ( Q_g )
- Miller plateau voltage
- Thermal resistance
Conduction Loss
When the MOSFET is fully ON:
Example:
If:
- ( I_D = 10A )
- ( R_{DS(on)} = 20m\Omega )
Then:
Important:
- Conduction loss increases with current squared.
- ( R_{DS(on)} ) increases with temperature.
Switching Behavior and Gate Charge
The MOSFET gate behaves like a capacitor.
Total gate charge:
Switching occurs in phases:
- Gate voltage rises
- Channel forms
- Miller plateau begins
- Drain voltage falls
- Device fully enhances
The Miller plateau is where drain voltage transitions.
Switching Loss
During transitions, voltage and current overlap:
Where:
- ( t_r ) = rise time
- ( t_f ) = fall time
- ( f_s ) = switching frequency
At higher frequencies, switching loss dominates conduction loss.
Gate Driver Design
Gate driver must supply current:
Example:
If:
- ( Q_g = 40nC )
- Desired ( t_{switch} = 20ns )
Then:
GPIO pins cannot supply this current.
Dedicated gate drivers are required for fast switching.
Parasitics and Ringing
Real PCBs introduce parasitic inductance:
High ( di/dt ) causes:
- Voltage overshoot
- Ringing
- EMI
- False triggering
Minimize:
- Gate loop inductance
- Power loop area
- Shared ground paths
Keep high-current loops short and tight.
Thermal Design and Junction Temperature
Total loss:
Junction temperature:
Where:
- ( T_J ) = junction temperature
- ( T_A ) = ambient temperature
- ( R_{\theta JA} ) = thermal resistance
Always validate under:
- Worst-case ambient
- Maximum current
- Maximum frequency
Never design to absolute maximum ratings.
Device Selection Trade-Off
Lower ( R_{DS(on)} ) → Larger die → Higher ( Q_g )
Higher ( Q_g ) → Slower switching → Higher switching loss
You must balance:
- Conduction loss
- Switching loss
- Frequency
- Thermal budget
There is no perfect MOSFET.
Only optimal compromise.
Common Failure Patterns
- Using threshold voltage as “fully ON” reference
- Undersized gate driver
- Ignoring switching loss
- Poor PCB layout
- No thermal margin
- Ignoring body diode reverse recovery
Practical Design Checklist
✔ Oscilloscope waveforms verified
✔ Switching edges clean
✔ Ringing within safe margin
✔ Junction temperature calculated
✔ Worst-case testing performed
✔ 20% thermal safety margin
Final Insight
Reliable MOSFET design happens when:
- Equations match measurements
- Layout reflects current paths
- Thermal behavior matches predictions
- Switching waveforms are controlled
Power electronics is the discipline of controlling energy transitions safely, efficiently, and predictably.