LCM of two numbers

Energy Stored in all Unit Capacitances Calculator

Engineering Chemistry Financial Health More >>

↳

Electronics Chemical Engineering Civil Electrical More >>

⤿

RF Microelectronics Amplifiers Analog Communications Analog Electronics More >>

✖Value of Unit capacitance is the value of the fringe capacitors which are connected in parallel with the inductor of the circuit model of inductor's distributed capacitance.ⓘ Value of Unit capacitance [C_u]			+10% -10%
✖Number of Inductors which are connected in the circuit model of inductor's distributed capacitance.ⓘ Number of Inductors [K]			+10% -10%
✖Value of Node N is the at which the voltage across the capacitance is calculated for the circuit model of inductor's distributed capacitance.ⓘ Value of Node N [n]			+10% -10%
✖Input Voltage is the required voltage to be given for the circuit model of an inductor’s distributed capacitance.ⓘ Input Voltage [V₁]			+10% -10%

✖Energy Stored in All Unit Capacitances is the total energy of the unit capacitors which are connected by the interwinding.ⓘ Energy Stored in all Unit Capacitances [E_tot]

⎘ Copy

👎

Formula

LaTeX

Reset

👍

Download RF Microelectronics Formulas PDF PDF Image

Energy Stored in all Unit Capacitances Solution

STEP 0: Pre-Calculation Summary

Formula Used

Energy Stored in All Unit Capacitances = (1/2)*Value of Unit capacitance*(sum(x,1,Number of Inductors,((Value of Node N/Number of Inductors)^2)*((Input Voltage)^2)))
E_tot = (1/2)*C_u*(sum(x,1,K,((n/K)^2)*((V₁)^2)))
This formula uses 1 Functions, 5 Variables

Functions Used

sum - Summation or sigma (∑) notation is a method used to write out a long sum in a concise way., sum(i, from, to, expr)

Variables Used

Energy Stored in All Unit Capacitances - (Measured in Joule) - Energy Stored in All Unit Capacitances is the total energy of the unit capacitors which are connected by the interwinding.
Value of Unit capacitance - (Measured in Farad) - Value of Unit capacitance is the value of the fringe capacitors which are connected in parallel with the inductor of the circuit model of inductor's distributed capacitance.
Number of Inductors - Number of Inductors which are connected in the circuit model of inductor's distributed capacitance.
Value of Node N - Value of Node N is the at which the voltage across the capacitance is calculated for the circuit model of inductor's distributed capacitance.
Input Voltage - (Measured in Volt) - Input Voltage is the required voltage to be given for the circuit model of an inductor’s distributed capacitance.

STEP 1: Convert Input(s) to Base Unit

Value of Unit capacitance: 6 Farad --> 6 Farad No Conversion Required
Number of Inductors: 2 --> No Conversion Required
Value of Node N: 2 --> No Conversion Required
Input Voltage: 2.5 Volt --> 2.5 Volt No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

E_tot = (1/2)*C_u*(sum(x,1,K,((n/K)^2)*((V₁)^2))) --> (1/2)*6*(sum(x,1,2,((2/2)^2)*((2.5)^2)))

Evaluating ... ...

E_tot = 37.5

STEP 3: Convert Result to Output's Unit

37.5 Joule --> No Conversion Required

FINAL ANSWER

37.5 Joule <-- Energy Stored in All Unit Capacitances

(Calculation completed in 00.004 seconds)

You are here -

Home » Engineering » Electronics » RF Microelectronics » Energy Stored in all Unit Capacitances

Credits

Created by Zaheer Sheik

Seshadri Rao Gudlavalleru Engineering College (SRGEC), Gudlavalleru

Zaheer Sheik has created this Calculator and 25+ more calculators!

Verified by Dipanjona Mallick

Heritage Insitute of technology (HITK), Kolkata

Dipanjona Mallick has verified this Calculator and 50+ more calculators!

< RF Microelectronics Calculators

Return Loss of Low-Noise Amplifier

LaTeX Go Return Loss = modulus((Input Impedance-Source Impedance)/(Input Impedance+Source Impedance))^2

Voltage Gain of Low Noise Amplifier given DC Voltage Drop

LaTeX Go Voltage Gain = 2*DC Voltage Drop/(Gate to Source Voltage-Threshold Voltage)

Output Impedance of Low Noise Amplifier

LaTeX Go Output Impedance = (1/2)*(Feedback Resistance+Source Impedance)

Voltage Gain of Low Noise Amplifier

LaTeX Go Voltage Gain = Transconductance*Drain Resistance

Energy Stored in all Unit Capacitances Formula

LaTeX Go

What is the purpose of calculating the Energy Stored in all Unit Capacitances?

The Energy Stored in all Unit Capacitances formula is used to calculate the energy stored by the capacitors which are connected in parallel with inductors of the circuit model of inductor's distributed capacitance. And also to obtain the lumped model of the parasitic capacitances of the substrate.

How to Calculate Energy Stored in all Unit Capacitances?

Energy Stored in all Unit Capacitances calculator uses Energy Stored in All Unit Capacitances = (1/2)*Value of Unit capacitance*(sum(x,1,Number of Inductors,((Value of Node N/Number of Inductors)^2)*((Input Voltage)^2))) to calculate the Energy Stored in All Unit Capacitances, The Energy Stored in all Unit Capacitances formula is defined as the energy stored by the capacitors which are connected in parallel with inductors of the circuit model of inductor's distributed capacitance. Energy Stored in All Unit Capacitances is denoted by E_tot symbol.

How to calculate Energy Stored in all Unit Capacitances using this online calculator? To use this online calculator for Energy Stored in all Unit Capacitances, enter Value of Unit capacitance (C_u), Number of Inductors (K), Value of Node N (n) & Input Voltage (V₁) and hit the calculate button. Here is how the Energy Stored in all Unit Capacitances calculation can be explained with given input values -> 37.5 = (1/2)*6*(sum(x,1,2,((2/2)^2)*((2.5)^2))).

FAQ

What is Energy Stored in all Unit Capacitances?

The Energy Stored in all Unit Capacitances formula is defined as the energy stored by the capacitors which are connected in parallel with inductors of the circuit model of inductor's distributed capacitance and is represented as E_tot = (1/2)*C_u*(sum(x,1,K,((n/K)^2)*((V₁)^2))) or Energy Stored in All Unit Capacitances = (1/2)*Value of Unit capacitance*(sum(x,1,Number of Inductors,((Value of Node N/Number of Inductors)^2)*((Input Voltage)^2))). Value of Unit capacitance is the value of the fringe capacitors which are connected in parallel with the inductor of the circuit model of inductor's distributed capacitance, Number of Inductors which are connected in the circuit model of inductor's distributed capacitance, Value of Node N is the at which the voltage across the capacitance is calculated for the circuit model of inductor's distributed capacitance & Input Voltage is the required voltage to be given for the circuit model of an inductor’s distributed capacitance.

How to calculate Energy Stored in all Unit Capacitances?

The Energy Stored in all Unit Capacitances formula is defined as the energy stored by the capacitors which are connected in parallel with inductors of the circuit model of inductor's distributed capacitance is calculated using Energy Stored in All Unit Capacitances = (1/2)*Value of Unit capacitance*(sum(x,1,Number of Inductors,((Value of Node N/Number of Inductors)^2)*((Input Voltage)^2))). To calculate Energy Stored in all Unit Capacitances, you need Value of Unit capacitance (C_u), Number of Inductors (K), Value of Node N (n) & Input Voltage (V₁). With our tool, you need to enter the respective value for Value of Unit capacitance, Number of Inductors, Value of Node N & Input Voltage and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

Home

FREE PDFs

🔍 Search