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Electronic Circuits Laboratory EE462G Lab #7

Electronic Circuits Laboratory EE462G Lab #7. Using NMOS Transistors to Build Logic Gates. Logic Device Nomenclature. 5-Volt Positive logic: Logic gate circuitry where a 5V level corresponds to logic 1 and 0V level corresponds to logic 0.

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Electronic Circuits Laboratory EE462G Lab #7

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  1. Electronic Circuits LaboratoryEE462GLab #7 Using NMOS Transistors to Build Logic Gates Kevin D. Donohue, University of Kentucky

  2. Logic Device Nomenclature • 5-Volt Positive logic: Logic gate circuitry where a 5V level corresponds to logic 1 and 0V level corresponds to logic 0. • Truth Table: Input-output description of gate in terms of logic symbols. • VIL: Highest input voltage guaranteed to be accepted as a logic 0. • VIH: Lowest input voltage guaranteed to be accepted as a logic 1. • VOL: Highest logic-0 output voltage produced (given inputs are consistent with VIL and VIH). • VOH: Lowest logic-1 output voltage produced (given inputs are consistent with VIL and VIH). Kevin D. Donohue, University of Kentucky

  3. FET Operation as a Logic Device • Input values will change between 0 volts (VGS < Vtr) and 5 volts (VGS> VDS+Vtr). Thus, the NMOS transistor will operate primarily in the cutoff and triode regions. The circuit below represents a logic inverter. • Three Regions of Operation: • Cutoff region (VGSVtr) • Triode region (VDS  VGS - Vtr ) • Saturation (VGS - Vtr  VDS ) Kevin D. Donohue, University of Kentucky

  4. Vout VDD=VOH ID Vtr Vin Transfer Characteristic • Obtain relationship between Vin to Vout in cutoff region. What would VIL be in this case? Kevin D. Donohue, University of Kentucky

  5. Vout ID VDD=VOH VOL Vtr Vin Transfer Characteristic • Obtain relationship between Vin to Vout in Triode region. where What would VIH be in this case? Kevin D. Donohue, University of Kentucky

  6. Input Vout Output Vin Vout VDD=VOH VOHVDD VIL< Vtr 0 1 0 VIH > Vtr 1 VOL Vtr Vin Truth Table • The truth table with logic input-output relationships are shown below: Kevin D. Donohue, University of Kentucky

  7. Transition Between States • The stray capacitance in the NMOS device limits the speed of the transition between states of the inverter. • Capacitive effects between the drain and source, and gate and source create delays (propagation delay) between input and output transitions, and nonzero rise times and fall times of the output transitions. • These quantities are defined below: Propagation delay is taken as the average between the 2 edge delays Kevin D. Donohue, University of Kentucky

  8. RD VDD C RON VGS <Vtr Transition Low to High • The equivalent circuit below represents the NMOS inverter going into a logic 1 output state. • Circuit equations are: What critical parameter affects the rise time? What effects would VDD have on the rise time? + Vout - Kevin D. Donohue, University of Kentucky

  9. Transition High to Low • The equivalent circuit below represents the NMOS inverter going into a logic 0 output state. • Circuit equations are: RD VDD + Vout - C What critical parameter affects the fall time? What effects would VDD have on the fall time (note this ends in the triode region)? RON VGS >Vtr Kevin D. Donohue, University of Kentucky

  10. SPICE Analysis • The logic circuit can be analyzed in SPICE. For this lab use the MOSFET (Level 1 NMOS) component model. This is a generic model where parameters such as Kp and Vtr can be set. Stray capacitance values can also be set; however, this lab does not request this. The transient simulation can be run, using V2 as VDD and V1 as a square wave (pulse setting in SPICE). The input and output voltages can be observed simultaneously. Kevin D. Donohue, University of Kentucky

  11. SPICE Results • Using a 10kHz square wave input, Kp=.225 and Vtr = 2.1: Kevin D. Donohue, University of Kentucky

  12. SPICE Results • Using a 10kHz square wave input, Kp=.225 and Vtr = 2.1 and Drain-Body and Source-Body capacitance of 1nF each: Kevin D. Donohue, University of Kentucky

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