Ohmic Region Drain Current of FET Formula:
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The Ohmic Region Drain Current of FET represents the current flowing through the drain junction of a Field-Effect Transistor when operating in the ohmic (linear) region. This region occurs when the drain-source voltage is small compared to the gate-source voltage minus the threshold voltage.
The calculator uses the Ohmic Region Drain Current formula:
Where:
Explanation: The equation calculates the drain current in the ohmic region by considering the channel conductance, drain-source voltage, surface potential, and pinch-off voltage of the FET.
Details: Accurate drain current calculation is crucial for designing and analyzing FET-based circuits, determining operating points, and ensuring proper transistor biasing in the ohmic region.
Tips: Enter all values in appropriate units. Channel conductance in Siemens, voltages in Volts. All values must be positive or zero.
Q1: What is the ohmic region in FET operation?
A: The ohmic region (also called linear region) is when the FET operates like a voltage-controlled resistor, with Vds < Vgs - Vth.
Q2: How does channel conductance affect drain current?
A: Channel conductance directly proportional to drain current - higher conductance means more current flows for the same voltage conditions.
Q3: What is the significance of surface potential?
A: Surface potential determines the energy band bending at the semiconductor surface and influences the carrier concentration in the channel.
Q4: When does pinch-off occur in a FET?
A: Pinch-off occurs when the channel is completely depleted of carriers, typically when Vds = Vgs - Vth, marking the boundary between ohmic and saturation regions.
Q5: Can this formula be used for all types of FETs?
A: This specific formula is typically used for MOSFETs and similar FET structures operating in the ohmic region. Different FET types may have variations in their current equations.