Noise Margin for High Signal CMOS Solution

STEP 0: Pre-Calculation Summary
Formula Used
Noise Margin for High Signal = Maximum Output Voltage-Minimum Input Voltage
NMH = VOH-VIH
This formula uses 3 Variables
Variables Used
Noise Margin for High Signal - (Measured in Volt) - Noise Margin for High signal is the voltage difference between the minimum high input voltage level and the maximum high output voltage level, ensuring reliable logic levels in digital circuits.
Maximum Output Voltage - (Measured in Volt) - Maximum Output Voltage is the highest voltage level that a device or circuit can produce at its output terminal under specified operating conditions without exceeding its specified limits.
Minimum Input Voltage - (Measured in Volt) - Minimum input voltage is the lowest voltage level that can be applied to the input terminal of a device or circuit while still ensuring proper operation and meeting specified performance criteria.
STEP 1: Convert Input(s) to Base Unit
Maximum Output Voltage: 3.35 Volt --> 3.35 Volt No Conversion Required
Minimum Input Voltage: 1.55 Volt --> 1.55 Volt No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
NMH = VOH-VIH --> 3.35-1.55
Evaluating ... ...
NMH = 1.8
STEP 3: Convert Result to Output's Unit
1.8 Volt --> No Conversion Required
FINAL ANSWER
1.8 Volt <-- Noise Margin for High Signal
(Calculation completed in 00.004 seconds)

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16 CMOS Inverters Calculators

Propagation Delay for Low to High Output Transition CMOS
​ Go Time for Low to High Transition of Output = (Inverter CMOS Load Capacitance/(Transconductance of PMOS*(Supply Voltage-abs(Threshold Voltage of PMOS with Body Bias))))*(((2*abs(Threshold Voltage of PMOS with Body Bias))/(Supply Voltage-abs(Threshold Voltage of PMOS with Body Bias)))+ln((4*(Supply Voltage-abs(Threshold Voltage of PMOS with Body Bias))/Supply Voltage)-1))
Propagation Delay for High to Low Output Transition CMOS
​ Go Time for High to Low Transition of Output = (Inverter CMOS Load Capacitance/(Transconductance of NMOS*(Supply Voltage-Threshold Voltage of NMOS with Body Bias)))*((2*Threshold Voltage of NMOS with Body Bias/(Supply Voltage-Threshold Voltage of NMOS with Body Bias))+ln((4*(Supply Voltage-Threshold Voltage of NMOS with Body Bias)/Supply Voltage)-1))
Resistive Load Minimum Output Voltage CMOS
​ Go Resistive Load Minimum Output Voltage = Supply Voltage-Zero Bias Threshold Voltage+(1/(Transconductance of NMOS*Load Resistance))-sqrt((Supply Voltage-Zero Bias Threshold Voltage+(1/(Transconductance of NMOS*Load Resistance)))^2-(2*Supply Voltage/(Transconductance of NMOS*Load Resistance)))
Threshold Voltage CMOS
​ Go Threshold Voltage = (Threshold Voltage of NMOS Without Body Bias+sqrt(1/Transconductance Ratio)*(Supply Voltage+(Threshold Voltage of PMOS Without Body Bias)))/(1+sqrt(1/Transconductance Ratio))
Maximum Input Voltage CMOS
​ Go Maximum Input Voltage CMOS = (2*Output Voltage for Max Input+(Threshold Voltage of PMOS Without Body Bias)-Supply Voltage+Transconductance Ratio*Threshold Voltage of NMOS Without Body Bias)/(1+Transconductance Ratio)
Resistive Load Minimum Input Voltage CMOS
​ Go Resistive Load Minimum Input Voltage = Zero Bias Threshold Voltage+sqrt((8*Supply Voltage)/(3*Transconductance of NMOS*Load Resistance))-(1/(Transconductance of NMOS*Load Resistance))
Load Capacitance of Cascaded Inverter CMOS
​ Go Inverter CMOS Load Capacitance = PMOS Gate Drain Capacitance+NMOS Gate Drain Capacitance+PMOS Drain Bulk Capacitance+NMOS Drain Bulk Capacitance+Inverter CMOS Internal Capacitance+Inverter CMOS Gate Capacitance
Minimum Input Voltage CMOS
​ Go Minimum Input Voltage = (Supply Voltage+(Threshold Voltage of PMOS Without Body Bias)+Transconductance Ratio*(2*Output Voltage+Threshold Voltage of NMOS Without Body Bias))/(1+Transconductance Ratio)
Resistive Load Maximum Input Voltage CMOS
​ Go Resistive Load Maximum Input Voltage CMOS = Zero Bias Threshold Voltage+(1/(Transconductance of NMOS*Load Resistance))
Average Power Dissipation CMOS
​ Go Average Power Dissipation = Inverter CMOS Load Capacitance*(Supply Voltage)^2*Frequency
Average Propagation Delay CMOS
​ Go Average Propagation Delay = (Time for High to Low Transition of Output+Time for Low to High Transition of Output)/2
Maximum Input Voltage for Symmetric CMOS
​ Go Maximum Input Voltage Symmetric CMOS = (3*Supply Voltage+2*Threshold Voltage of NMOS Without Body Bias)/8
Minimum Input Voltage for Symmetric CMOS
​ Go Minimum Input Voltage Symmetric CMOS = (5*Supply Voltage-2*Threshold Voltage of NMOS Without Body Bias)/8
Oscillation Period Ring Oscillator CMOS
​ Go Oscillation Period = 2*Number of Stages Ring Oscillator*Average Propagation Delay
Noise Margin for High Signal CMOS
​ Go Noise Margin for High Signal = Maximum Output Voltage-Minimum Input Voltage
Transconductance Ratio CMOS
​ Go Transconductance Ratio = Transconductance of NMOS/Transconductance of PMOS

Noise Margin for High Signal CMOS Formula

Noise Margin for High Signal = Maximum Output Voltage-Minimum Input Voltage
NMH = VOH-VIH

What is Noise Margin for CMOS?

While an inverter is transitioning from a logic high to low or low to high, there is an undefined region where the voltage cannot be considered high or low. This is considered a noise margin.

How to Calculate Noise Margin for High Signal CMOS?

Noise Margin for High Signal CMOS calculator uses Noise Margin for High Signal = Maximum Output Voltage-Minimum Input Voltage to calculate the Noise Margin for High Signal, Noise Margin for High Signal CMOS represents the difference between the minimum high input voltage level and the maximum high output voltage level. It ensures reliable logic levels by providing a buffer against noise, disturbances, and variations, ensuring proper circuit operation in noisy environments. Noise Margin for High Signal is denoted by NMH symbol.

How to calculate Noise Margin for High Signal CMOS using this online calculator? To use this online calculator for Noise Margin for High Signal CMOS, enter Maximum Output Voltage (VOH) & Minimum Input Voltage (VIH) and hit the calculate button. Here is how the Noise Margin for High Signal CMOS calculation can be explained with given input values -> 1.75 = 3.35-1.55.

FAQ

What is Noise Margin for High Signal CMOS?
Noise Margin for High Signal CMOS represents the difference between the minimum high input voltage level and the maximum high output voltage level. It ensures reliable logic levels by providing a buffer against noise, disturbances, and variations, ensuring proper circuit operation in noisy environments and is represented as NMH = VOH-VIH or Noise Margin for High Signal = Maximum Output Voltage-Minimum Input Voltage. Maximum Output Voltage is the highest voltage level that a device or circuit can produce at its output terminal under specified operating conditions without exceeding its specified limits & Minimum input voltage is the lowest voltage level that can be applied to the input terminal of a device or circuit while still ensuring proper operation and meeting specified performance criteria.
How to calculate Noise Margin for High Signal CMOS?
Noise Margin for High Signal CMOS represents the difference between the minimum high input voltage level and the maximum high output voltage level. It ensures reliable logic levels by providing a buffer against noise, disturbances, and variations, ensuring proper circuit operation in noisy environments is calculated using Noise Margin for High Signal = Maximum Output Voltage-Minimum Input Voltage. To calculate Noise Margin for High Signal CMOS, you need Maximum Output Voltage (VOH) & Minimum Input Voltage (VIH). With our tool, you need to enter the respective value for Maximum Output Voltage & Minimum Input Voltage and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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