Invertor Electric Effort 1 Solution

STEP 0: Pre-Calculation Summary
Formula Used
Electric Effort 1 = Delay of Chains-(Electric Effort 2+2*Inverter Power)
h1 = DC-(h2+2*Pinv)
This formula uses 4 Variables
Variables Used
Electric Effort 1 - (Measured in Watt) - The Electric Effort 1 along a path through a network is simply the ratio of the capacitance that loads the last logic gate in the path to the input capacitance of the first gate in the path.
Delay of Chains - (Measured in Second) - Delay of Chains refers to the propagation delay of a series of logic gates connected in a chain.
Electric Effort 2 - (Measured in Watt) - The Electric Effort 2 along a path through a network is simply the ratio of the capacitance that loads the last logic gate in the path to the input capacitance of the first gate in the path.
Inverter Power - (Measured in Watt) - Inverter Power is the power delivered by invertor.
STEP 1: Convert Input(s) to Base Unit
Delay of Chains: 0.05 Second --> 0.05 Second No Conversion Required
Electric Effort 2: 31 Milliwatt --> 0.031 Watt (Check conversion ​here)
Inverter Power: 8.43 Milliwatt --> 0.00843 Watt (Check conversion ​here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
h1 = DC-(h2+2*Pinv) --> 0.05-(0.031+2*0.00843)
Evaluating ... ...
h1 = 0.00214
STEP 3: Convert Result to Output's Unit
0.00214 Watt -->2.14 Milliwatt (Check conversion ​here)
FINAL ANSWER
2.14 Milliwatt <-- Electric Effort 1
(Calculation completed in 00.004 seconds)

Credits

Creator Image
Created by Shobhit Dimri
Bipin Tripathi Kumaon Institute of Technology (BTKIT), Dwarahat
Shobhit Dimri has created this Calculator and 900+ more calculators!
Verifier Image
Verified by Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
Urvi Rathod has verified this Calculator and 1900+ more calculators!

20 CMOS Special Purpose Subsystem Calculators

Series Resistance from Die to Package
​ Go Series Resistance from Die to Package = Thermal Resistance between junction and Ambient-Series Resistance from Package to Air
Series Resistance from Package to Air
​ Go Series Resistance from Package to Air = Thermal Resistance between junction and Ambient-Series Resistance from Die to Package
Thermal Resistance between Junction and Ambient
​ Go Thermal Resistance between junction and Ambient = Temperature Difference Transistors/Power Consumption of Chip
Temperature Difference between Transistors
​ Go Temperature Difference Transistors = Thermal Resistance between junction and Ambient*Power Consumption of Chip
Power Consumption of Chip
​ Go Power Consumption of Chip = Temperature Difference Transistors/Thermal Resistance between junction and Ambient
Invertor Power
​ Go Inverter Power = (Delay of Chains-(Electric Effort 1+Electric Effort 2))/2
Invertor Electric Effort 1
​ Go Electric Effort 1 = Delay of Chains-(Electric Effort 2+2*Inverter Power)
Invertor Electric Effort 2
​ Go Electric Effort 2 = Delay of Chains-(Electric Effort 1+2*Inverter Power)
Delay for Two Inverters in Series
​ Go Delay of Chains = Electric Effort 1+Electric Effort 2+2*Inverter Power
Transfer Function of PLL
​ Go Transfer Function PLL = PLL Output Clock Phase/Input Reference Clock Phase
Output Clock Phase PLL
​ Go PLL Output Clock Phase = Transfer Function PLL*Input Reference Clock Phase
Input Clock Phase PLL
​ Go Input Reference Clock Phase = PLL Output Clock Phase/Transfer Function PLL
Change in Phase of Clock
​ Go Change in Phase of Clock = PLL Output Clock Phase/Absolute Frequency
PLL Phase Detector Error
​ Go PLL Error Detector = Input Reference Clock Phase-Feedback Clock PLL
Feedback Clock PLL
​ Go Feedback Clock PLL = Input Reference Clock Phase-PLL Error Detector
Change in Frequency of Clock
​ Go Change in Frequency of Clock = Fanout/Absolute Frequency
Capacitance of External Load
​ Go Capacitance of External Load = Fanout*Input Capacitance
Fanout of Gate
​ Go Fanout = Stage Effort/Logical Effort
Stage Effort
​ Go Stage Effort = Fanout*Logical Effort
Gate Delay
​ Go Gate Delay = 2^(N Bit SRAM)

Invertor Electric Effort 1 Formula

Electric Effort 1 = Delay of Chains-(Electric Effort 2+2*Inverter Power)
h1 = DC-(h2+2*Pinv)

What is Clock Chopper?

Local Clock Gaters can produce a variety of modified clock waveforms including pulsed clocks, delayed clocks, stretched clocks, nonoverlapping clocks, and double-frequency pulsed clocks. When used to modify the clock edges, they are sometimes called clock choppers or clock stretchers.

How to Calculate Invertor Electric Effort 1?

Invertor Electric Effort 1 calculator uses Electric Effort 1 = Delay of Chains-(Electric Effort 2+2*Inverter Power) to calculate the Electric Effort 1, The Invertor Electric Effort 1 formula is defined as the electrical effort along a path through a network is simply the ratio of the capacitance that loads the last logic gate in the path to the input capacitance of the first gate in the path. Electric Effort 1 is denoted by h1 symbol.

How to calculate Invertor Electric Effort 1 using this online calculator? To use this online calculator for Invertor Electric Effort 1, enter Delay of Chains (DC), Electric Effort 2 (h2) & Inverter Power (Pinv) and hit the calculate button. Here is how the Invertor Electric Effort 1 calculation can be explained with given input values -> 2760 = 0.05-(0.031+2*0.00843).

FAQ

What is Invertor Electric Effort 1?
The Invertor Electric Effort 1 formula is defined as the electrical effort along a path through a network is simply the ratio of the capacitance that loads the last logic gate in the path to the input capacitance of the first gate in the path and is represented as h1 = DC-(h2+2*Pinv) or Electric Effort 1 = Delay of Chains-(Electric Effort 2+2*Inverter Power). Delay of Chains refers to the propagation delay of a series of logic gates connected in a chain, The Electric Effort 2 along a path through a network is simply the ratio of the capacitance that loads the last logic gate in the path to the input capacitance of the first gate in the path & Inverter Power is the power delivered by invertor.
How to calculate Invertor Electric Effort 1?
The Invertor Electric Effort 1 formula is defined as the electrical effort along a path through a network is simply the ratio of the capacitance that loads the last logic gate in the path to the input capacitance of the first gate in the path is calculated using Electric Effort 1 = Delay of Chains-(Electric Effort 2+2*Inverter Power). To calculate Invertor Electric Effort 1, you need Delay of Chains (DC), Electric Effort 2 (h2) & Inverter Power (Pinv). With our tool, you need to enter the respective value for Delay of Chains, Electric Effort 2 & Inverter Power and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
Let Others Know
Facebook
Twitter
Reddit
LinkedIn
Email
WhatsApp
Copied!