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Introduction to CMOS Inverter
Dr. Varun Kumar
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 1 / 8
Outlines
1 Basic Idea of CMOS Inverter
2 Switch Model of Inverter
3 Voltage Transfer Characteristics
4 Switching Threshold
5 Noise Margin
6 Gain Calculation
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 2 / 8
Introduction to CMOS Inverter
⇒ CMOS is the building block of complex digital circuitry.
⇒ With the help of CMOS and its derivative
⇒ Gate (AND, OR, NOR, NAND, XOR) can be designed
⇒ With the help of Gate, complex digital circuitry can be made like
Adder
Multiplier
Simple to complex processor etc
⇒ Design metrics for making Gate.
(a) Cost → F(complexity, area)
(b) Integrity and robustness → F (steady-state behavior)
(c) Performance → F(dynamic or transient response)
(d) Energy efficiency  Energy and power consumption
⇒ Static CMOS inverter
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 3 / 8
Introduction to Switch Model of CMOS Inverter
⇒ The transistor is nothing more than a switch with an infinite
off-resistance (VGS  VT ), and a finite on-resistance (VGS  VT ).
Important properties of static CMOS
⇒ In static CMOS the voltage swing is equal to the supply voltage (high
levels = VDD, Low level= GND) This results in high noise margins.
⇒ The logic levels are not dependent upon the relative device sizes.
Ratioless logic design → Device dimension→ No restriction
Ratioed logic design → Device dimension→ Imposing restriction
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 4 / 8
Continued–
⇒ Low output impedance → Less prone to noise
⇒ The input resistance of the CMOS inverter is extremely high.
The gate of an MOS transistor is virtually a perfect insulator and draws
no dc input current.
A single inverter can theoretically drive an infinite number of gates (or
have an infinite fan-out).
⇒ Increasing the fan-out also increases the propagation delay
Fan-out does not have any effect on the steady-state behavior, it
degrades the transient response.
⇒ No direct path exists between the supply and ground rails under
steady-state operating conditions.
The absence of current flow (ignoring leakage currents) means that the
gate does not consume any static power.
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 5 / 8
Voltage Transfer Characteristics
CMOS VTC can be achieved by superimposing of drain current of NMOS
and PMOS onto a common co-ordinate plot. Assume VDD = 2.5V
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 6 / 8
Continued–
Figure: Load curves for NMOS and PMOS transistors of the static CMOS inverter
(VDD = 2.5 V). The dots represent the dc operation points for various input
voltages.
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 7 / 8
Continued–
Figure: VTC of static CMOS inverter (VDD = 2.5 V). For each operation region,
the modes of the transistors are annotated off, resistive, or saturated.
Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 8 / 8

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Introduction to CMOS Inverter

  • 1. Introduction to CMOS Inverter Dr. Varun Kumar Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 1 / 8
  • 2. Outlines 1 Basic Idea of CMOS Inverter 2 Switch Model of Inverter 3 Voltage Transfer Characteristics 4 Switching Threshold 5 Noise Margin 6 Gain Calculation Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 2 / 8
  • 3. Introduction to CMOS Inverter ⇒ CMOS is the building block of complex digital circuitry. ⇒ With the help of CMOS and its derivative ⇒ Gate (AND, OR, NOR, NAND, XOR) can be designed ⇒ With the help of Gate, complex digital circuitry can be made like Adder Multiplier Simple to complex processor etc ⇒ Design metrics for making Gate. (a) Cost → F(complexity, area) (b) Integrity and robustness → F (steady-state behavior) (c) Performance → F(dynamic or transient response) (d) Energy efficiency Energy and power consumption ⇒ Static CMOS inverter Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 3 / 8
  • 4. Introduction to Switch Model of CMOS Inverter ⇒ The transistor is nothing more than a switch with an infinite off-resistance (VGS VT ), and a finite on-resistance (VGS VT ). Important properties of static CMOS ⇒ In static CMOS the voltage swing is equal to the supply voltage (high levels = VDD, Low level= GND) This results in high noise margins. ⇒ The logic levels are not dependent upon the relative device sizes. Ratioless logic design → Device dimension→ No restriction Ratioed logic design → Device dimension→ Imposing restriction Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 4 / 8
  • 5. Continued– ⇒ Low output impedance → Less prone to noise ⇒ The input resistance of the CMOS inverter is extremely high. The gate of an MOS transistor is virtually a perfect insulator and draws no dc input current. A single inverter can theoretically drive an infinite number of gates (or have an infinite fan-out). ⇒ Increasing the fan-out also increases the propagation delay Fan-out does not have any effect on the steady-state behavior, it degrades the transient response. ⇒ No direct path exists between the supply and ground rails under steady-state operating conditions. The absence of current flow (ignoring leakage currents) means that the gate does not consume any static power. Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 5 / 8
  • 6. Voltage Transfer Characteristics CMOS VTC can be achieved by superimposing of drain current of NMOS and PMOS onto a common co-ordinate plot. Assume VDD = 2.5V Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 6 / 8
  • 7. Continued– Figure: Load curves for NMOS and PMOS transistors of the static CMOS inverter (VDD = 2.5 V). The dots represent the dc operation points for various input voltages. Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 7 / 8
  • 8. Continued– Figure: VTC of static CMOS inverter (VDD = 2.5 V). For each operation region, the modes of the transistors are annotated off, resistive, or saturated. Dr. Varun Kumar (IIIT Surat) IIIT Surat-Lecture-6 8 / 8