RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load Calculator

✖Maximum Input Voltage Semi Converter is defined as the peak amplitude obtained by the voltage at the input terminal of a semi converter circuit.ⓘ Maximum Input Voltage Semi Converter [V_m(semi)]			+10% -10%
✖Delay Angle Semi Converter refers to the angle at which the thyristor is triggered to start conducting current in semi converter based circuit.ⓘ Delay Angle Semi Converter [α_(semi)]			+10% -10%

✖RMS Output Voltage Semi Converter is defined as the root mean square value of the voltage at output terminal of a semi converter circuit.ⓘ RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load [V_rms(semi)]

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Formula

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RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

Formula

`"V"_{"rms(semi)"} = ("V"_{"m(semi)"}/(2^0.5))*((180-"α"_{"(semi)"})/180+(0.5/pi)*sin(2*"α"_{"(semi)"}))^0.5`

Example

`"16.87107V"=("22.8V"/(2^0.5))*((180-"70.1°")/180+(0.5/pi)*sin(2*"70.1°"))^0.5`

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RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load Solution

STEP 0: Pre-Calculation Summary

Formula Used

RMS Output Voltage Semi Converter = (Maximum Input Voltage Semi Converter/(2^0.5))*((180-Delay Angle Semi Converter)/180+(0.5/pi)*sin(2*Delay Angle Semi Converter))^0.5
V_rms(semi) = (V_m(semi)/(2^0.5))*((180-α_(semi))/180+(0.5/pi)*sin(2*α_(semi)))^0.5
This formula uses 1 Constants, 1 Functions, 3 Variables

Constants Used

pi - Archimedes' constant Value Taken As 3.14159265358979323846264338327950288

Functions Used

sin - Sine is a trigonometric function that describes the ratio of the length of the opposite side of a right triangle to the length of the hypotenuse., sin(Angle)

Variables Used

RMS Output Voltage Semi Converter - (Measured in Volt) - RMS Output Voltage Semi Converter is defined as the root mean square value of the voltage at output terminal of a semi converter circuit.
Maximum Input Voltage Semi Converter - (Measured in Volt) - Maximum Input Voltage Semi Converter is defined as the peak amplitude obtained by the voltage at the input terminal of a semi converter circuit.
Delay Angle Semi Converter - (Measured in Radian) - Delay Angle Semi Converter refers to the angle at which the thyristor is triggered to start conducting current in semi converter based circuit.

STEP 1: Convert Input(s) to Base Unit

Maximum Input Voltage Semi Converter: 22.8 Volt --> 22.8 Volt No Conversion Required
Delay Angle Semi Converter: 70.1 Degree --> 1.22347580564779 Radian (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

V_rms(semi) = (V_m(semi)/(2^0.5))*((180-α_(semi))/180+(0.5/pi)*sin(2*α_(semi)))^0.5 --> (22.8/(2^0.5))*((180-1.22347580564779)/180+(0.5/pi)*sin(2*1.22347580564779))^0.5

Evaluating ... ...

V_rms(semi) = 16.871072068286

STEP 3: Convert Result to Output's Unit

16.871072068286 Volt --> No Conversion Required

FINAL ANSWER

16.871072068286 ≈ 16.87107 Volt <-- RMS Output Voltage Semi Converter

(Calculation completed in 00.004 seconds)

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Home » Engineering » Electrical » Power Electronics » Converters » Single Phase Semi-converter » RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

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< 7 Single Phase Semi-converter Calculators

RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

Go RMS Output Voltage Semi Converter = (Maximum Input Voltage Semi Converter/(2^0.5))*((180-Delay Angle Semi Converter)/180+(0.5/pi)*sin(2*Delay Angle Semi Converter))^0.5

Peak Magnitude of Source Current for Constant Load Current

Go Source Current Fundamental Comp Semi Converter = (4*Load Current Semi Converter*(cos(Delay Angle Semi Converter)))/pi

Average Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

Go Average Voltage Semi Converter = (Maximum Input Voltage Semi Converter/pi)*(1+cos(Delay Angle Semi Converter))

Distortion Power Factor for Constant Load Current

Go Distortion Power Factor Semi Converter = (0.9*(cos(Delay Angle Semi Converter/2)))/(((180-Delay Angle Semi Converter)/180)^0.5)

RMS Value of Source Current for Constant Load Current

Go Source Current Fundamental Comp Semi Converter = Load Current Semi Converter*(((180-Delay Angle Semi Converter)/180)^0.5)

Maximum Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

Go Peak Output Voltage Semi Converter = (2*Maximum Input Voltage Semi Converter)/pi

Displacement Power Factor for Constant Load Current

Go Displacement Power Factor Semi Converter = cos(Delay Angle Semi Converter/2)

< 19 Power Converter Characteristics Calculators

RMS Harmonic Current for PWM Control

Go RMS nth Harmonic Current = ((sqrt(2)*Armature Current)/pi)*sum(x,1,Number of Pulse in Half-cycle of PWM,(cos(Harmonic Order*Excitation Angle))-(cos(Harmonic Order*Symmetrical Angle)))

Average Output Voltage for PWM Control

Go Average Output Voltage of PWM Controlled Converter = (Peak Input Voltage of PWM Converter/pi)*sum(x,1,Number of Pulse in Half-cycle of PWM,(cos(Excitation Angle)-cos(Symmetrical Angle)))

Fundamental Supply Current for PWM Control

Go Fundamental Supply Current = ((sqrt(2)*Armature Current)/pi)*sum(x,1,Number of Pulse in Half-cycle of PWM,(cos(Excitation Angle))-(cos(Symmetrical Angle)))

RMS Output Voltage for Three Phase Semi-Converter

Go RMS Output Voltage 3 Phase Semi Converter = sqrt(3)*Peak Input Voltage 3 Phase Semi Converter*((3/(4*pi))*(pi-Delay Angle of 3 Phase Semi Converter+((sin(2*Delay Angle of 3 Phase Semi Converter))/2))^0.5)

RMS Supply Current for PWM Control

Go Root Mean Square Current = Armature Current/sqrt(pi)*sqrt(sum(x,1,Number of Pulse in Half-cycle of PWM,(Symmetrical Angle-Excitation Angle)))

RMS Output Voltage for Resistive Load

Go RMS Output Voltage 3 Phase Half Converter = sqrt(3)*Peak Phase Voltage*(sqrt((1/6)+((sqrt(3)*cos(2*Delay Angle of 3 Phase Half Converter))/(8*pi))))

RMS Output Voltage for Continuous Load Current

Go RMS Output Voltage 3 Phase Half Converter = sqrt(3)*Peak Input Voltage 3 Phase Half Converter*((1/6)+(sqrt(3)*cos(2*Delay Angle of 3 Phase Half Converter))/(8*pi))^0.5

RMS Output Voltage of Single Phase Thyristor Converter with Resistive Load

Go RMS Voltage Thyristor Converter = (Peak Input Voltage Thyristor Converter/2)*((180-Delay Angle of Thyristor Converter)/180+(0.5/pi)*sin(2*Delay Angle of Thyristor Converter))^0.5

RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

Go RMS Output Voltage Semi Converter = (Maximum Input Voltage Semi Converter/(2^0.5))*((180-Delay Angle Semi Converter)/180+(0.5/pi)*sin(2*Delay Angle Semi Converter))^0.5

Average Output Voltage for Continuous Load Current

Go Average Voltage 3 Phase Half Converter = (3*sqrt(3)*Peak Input Voltage 3 Phase Half Converter*(cos(Delay Angle of 3 Phase Half Converter)))/(2*pi)

RMS Output Voltage of Three-Phase Full Converter

Go RMS Output Voltage 3 Phase Full Converter = ((6)^0.5)*Peak Input Voltage 3 Phase Full Converter*((0.25+0.65*(cos(2*Delay Angle of 3 Phase Full Converter))/pi)^0.5)

Average Output Voltage of Single Phase Thyristor Converter with Resistive Load

Go Average Voltage Thyristor Converter = (Peak Input Voltage Thyristor Converter/(2*pi))*(1+cos(Delay Angle of Thyristor Converter))

Average Output Voltage for Three-Phase Converter

Go Average Voltage 3 Phase Full Converter = (2*Peak Phase Voltage Full Converter*cos(Delay Angle of 3 Phase Full Converter/2))/pi

DC Output Voltage of Second Converter

Go DC Output Voltage Second Converter = (2*Peak Input Voltage Dual Converter*(cos(Delay Angle of Second Converter)))/pi

DC Output Voltage for First Converter

Go DC Output Voltage First Converter = (2*Peak Input Voltage Dual Converter*(cos(Delay Angle of First Converter)))/pi

Average DC Output Voltage of Single Phase Full Converter

Go Average Voltage Full Converter = (2*Maximum DC Output Voltage Full Converter*cos(Firing Angle Full Converter))/pi

Average Output Voltage of Single Phase Semi-Converter with Highly Inductive Load

Go Average Voltage Semi Converter = (Maximum Input Voltage Semi Converter/pi)*(1+cos(Delay Angle Semi Converter))

Average Load Current of Three Phase Semi-Current

Go Load Current 3 Phase Semi Converter = Average Voltage 3 Phase Semi Converter/Resistance 3 Phase Semi Converter

RMS Output Voltage of Single Phase Full Converter

Go RMS Output Voltage Full Converter = Maximum Input Voltage Full Converter/(sqrt(2))

RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load Formula

What is peak voltage?

The peak voltage is the distance from 0 volts to the peak of the AC sine waveform, or the highest point of the waveform. Peak voltage can be found if you know the peak-to-peak voltage or the RMS voltage

How to Calculate RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load?

RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load calculator uses RMS Output Voltage Semi Converter = (Maximum Input Voltage Semi Converter/(2^0.5))*((180-Delay Angle Semi Converter)/180+(0.5/pi)*sin(2*Delay Angle Semi Converter))^0.5 to calculate the RMS Output Voltage Semi Converter, The RMS output voltage of single phase semi-converter with highly inductive load formula is the root mean square value of the average output voltage of the converter. RMS Output Voltage Semi Converter is denoted by V_rms(semi) symbol.

How to calculate RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load using this online calculator? To use this online calculator for RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load, enter Maximum Input Voltage Semi Converter (V_m(semi)) & Delay Angle Semi Converter (α_(semi)) and hit the calculate button. Here is how the RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load calculation can be explained with given input values -> 16.79708 = (22.8/(2^0.5))*((180-1.22347580564779)/180+(0.5/pi)*sin(2*1.22347580564779))^0.5.

FAQ

What is RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load?

The RMS output voltage of single phase semi-converter with highly inductive load formula is the root mean square value of the average output voltage of the converter and is represented as V_rms(semi) = (V_m(semi)/(2^0.5))*((180-α_(semi))/180+(0.5/pi)*sin(2*α_(semi)))^0.5 or RMS Output Voltage Semi Converter = (Maximum Input Voltage Semi Converter/(2^0.5))*((180-Delay Angle Semi Converter)/180+(0.5/pi)*sin(2*Delay Angle Semi Converter))^0.5. Maximum Input Voltage Semi Converter is defined as the peak amplitude obtained by the voltage at the input terminal of a semi converter circuit & Delay Angle Semi Converter refers to the angle at which the thyristor is triggered to start conducting current in semi converter based circuit.

How to calculate RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load?

The RMS output voltage of single phase semi-converter with highly inductive load formula is the root mean square value of the average output voltage of the converter is calculated using RMS Output Voltage Semi Converter = (Maximum Input Voltage Semi Converter/(2^0.5))*((180-Delay Angle Semi Converter)/180+(0.5/pi)*sin(2*Delay Angle Semi Converter))^0.5. To calculate RMS Output Voltage of Single Phase Semi-Converter with Highly Inductive Load, you need Maximum Input Voltage Semi Converter (V_m(semi)) & Delay Angle Semi Converter (α_(semi)). With our tool, you need to enter the respective value for Maximum Input Voltage Semi Converter & Delay Angle Semi Converter 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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