Transistors: Field-effect transistors Eugeniy E. Mikhailov The College of William & Mary Week 8 Eugeniy Mikhailov (W&M) Electronics 1 Week 8 1 / 14 Field-effect transistor (FET) Junction-FET NJFET PJFET Drain Gate Drain Source Gate Source Metal-Oxide-Semiconductor FET (MOSFET) gate is truly isolated there is a forth terminal usually connected to source NMOSFET PMOSFET Drain Drain Gate Gate Source Eugeniy Mikhailov (W&M) Source Electronics 1 Week 8 2 / 14 FET vs BJT FET pros very high input impedance FET cons have large parameter spread JFET - impedance 1012 Ω MOSFET - impedance 1014 Ω thus very small current into the base (pA range) can operate bidirectionally as result very little power consumption for the biasing network Eugeniy Mikhailov (W&M) Electronics 1 Week 8 3 / 14 Let’s focus on NJFET Drain Gate Source General notes N-channel usually faster due to higher mobility of electrons vs holes current goes from drain to source (thus the names) drain and source are nearly identical thus sometimes gate is centered on some diagrams G D S can be used backwards with almost the same performance arrow indicates direction of the PN junction D G S thus normal operation (low current into the gate) when VG < VS Eugeniy Mikhailov (W&M) Electronics 1 Week 8 4 / 14 NJFET gate voltage rules Vp : pinch-off voltage (intrinsic parameter), Vp < 0 for NJFETs it is called Vth :threshold voltage for MOSFETs Vgs < Vp ID = 0 Vgs > 0.6 V device fails, remember about gate diode D G S Vp < Vgs < 0.6 V normal operation Id (Vgs , Vds ) Eugeniy Mikhailov (W&M) Electronics 1 Week 8 5 / 14 Id vs VDS Linear region VDS < VGS − Vp 2 Id(VDS ) = k (2(VGS − Vp )VDS − VDS ) Saturation region VDS > VGS − Vp Id(VDS ) = k (VGS − Vp )2 k is a constant Eugeniy Mikhailov (W&M) Electronics 1 Week 8 6 / 14 Real Id vs VDS linear region 7 6 ID (mA) 5 4 3 2 Id(VDS)=k(2 (VGS-Vp) VDS - VDS2) 1 Id(VDS)=k(VGS-Vp)2 0 0 2 4 Eugeniy Mikhailov (W&M) 6 8 10 12 VDS (mV) 14 16 Electronics 1 18 20 Week 8 7 / 14 Real Id vs VDS linear region 7 6 ID (mA) 5 4 3 2 1 Id(VDS)=k(2 (VGS-Vp) VDS - VDS2) 0 0 0.5 1 VDS (mV) 1.5 2 VDS < VGS − Vp 2 Id(VDS ) = k (2(VGS − Vp )VDS − VDS ) ≈ 2k (VGS − Vp )VDS Eugeniy Mikhailov (W&M) Electronics 1 Week 8 7 / 14 Real Id vs VDS saturation region 7 6 ID (mA) 5 4 3 2 Id(VDS)=k(2 (VGS-Vp) VDS - VDS2) 1 Id(VDS)=k(VGS-Vp)2 0 0 2 4 6 8 10 12 VDS (mV) 14 16 18 20 IDSS saturation drain current, depends on VGS and Vp Eugeniy Mikhailov (W&M) Electronics 1 Week 8 8 / 14 Real Id vs VDS saturation region 7 6 ID (mA) 5 4 3 2 1 Id(VDS)=k(VGS-Vp)2=IDSS 0 8 10 12 14 VDS (mV) 16 18 20 VDS > VGS − Vp Id(VDS ) = k (VGS − Vp )2 IDSS saturation drain current, depends on VGS and Vp Eugeniy Mikhailov (W&M) Electronics 1 Week 8 8 / 14 Reading the specifications VGS(off ) is the same as Vp Eugeniy Mikhailov (W&M) Electronics 1 Week 8 9 / 14 NJFET voltage controlled divider Vin Rd Vout Id Vctrl Eugeniy Mikhailov (W&M) Electronics 1 Week 8 10 / 14 NJFET compensated voltage controlled divider Vin Rd Vout R R Id Vctrl Eugeniy Mikhailov (W&M) Electronics 1 Week 8 11 / 14 NJFET constant current source Vdd RL Id Rs Eugeniy Mikhailov (W&M) Electronics 1 Week 8 12 / 14 FET source follower Vdd Vout Vin Rs vout = Rs vin Rs + 1/gm Vout > Vin Eugeniy Mikhailov (W&M) Electronics 1 Week 8 13 / 14 FET source follower improved Vdd Vin Rs vout = vin Vout = Vin Vout Rs Vss Eugeniy Mikhailov (W&M) Electronics 1 Week 8 14 / 14