Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
Urvi Rathod has created this Calculator and 500+ more calculators!
Kethavath Srinath
Osmania University (OU), Hyderabad
Kethavath Srinath has verified this Calculator and 500+ more calculators!

11 Other formulas that you can solve using the same Inputs

EMF For DC Generator
Electromotive Force=Flux per pole*Number of pole*Motor Speed*Number of conductors/60*Number of parallel paths GO
Constant Of The DC Machine
Constant Of The DC Machine=Number of conductors*Number of pole/2*pi*Number of parallel paths GO
Angle of asymptotes
Angle of Asymptotes=((2*Parameter for root locus+1)*pi)/(Number of poles-Number of zeros) GO
EMF For DC Generator For Wave Winding
Electromotive Force=Flux per pole*Number of pole*Motor Speed*Number of conductors/120 GO
EMF Of Dc Machine When Constant Of The DC Machine Is Given
Electromotive Force=Constant Of The DC Machine*Angular Speed*Flux per pole GO
The EMF Generated Per Path For A Lap-winding
Electromotive Force=(Motor Speed*Number of conductors*Flux per pole)/60 GO
Back Emf Of Shunt DC Motor Using Motor Speed
Back emf=(Motor Speed*Magnetic Flux)/ Constant Of The DC Machine GO
Shunt DC Motor Speed Using Back Emf
Motor Speed=(Constant Of The DC Machine*Back emf)/Magnetic Flux GO
Magnetic Flux using Speed of Shunt DC Motor
Magnetic Flux=Back emf*Constant Of The DC Machine/Motor Speed GO
Number of Asymptotes
Number of asymptotes=Number of poles-Number of zeros GO
Relation in voltage and arc length
Voltage=Constant Of The DC Machine*Arc Length GO

Armature Parallel Path Of Shunt DC Motor Using K Formula

Number of parallel paths=(Constant Of The DC Machine*Number of conductors*Number of poles)/60
A=(K*Z*P)/60
More formulas
Voltage Of Shunt DC Motor GO
Induced Back EMF Shunt DC Motor Using Voltage GO
Armature Current Of Shunt DC Motor Using Voltage GO
Armature Resistance Of Shunt DC Motor Using Voltage GO
Shunt Field Current Of Shunt DC Motor GO
Voltage Of Shunt DC Motor Using Shunt Field Current GO
Shunt Field Resistance Of Shunt DC Motor Using The Shunt Field Current GO
Induced Back EMF Of DC Shunt Motor Using kf GO
Magnetic Flux Of DC Shunt Motor Using Kf GO
Angular Speed Of DC Shunt Motor Using Kf GO
Kf Of DC Shunt Motor GO
Torque Of DC Shunt Motor Using Kf GO
Kf Of DC Shunt Motor Using Torque GO
Magnetic flux Of DC Shunt Motor Using Torque GO
Armature Current Of Shunt DC Motor Using The Torque GO
Back Emf Of Shunt DC Motor Using Motor Speed GO
Shunt DC Motor Speed Using Back Emf GO
Magnetic Flux using Speed of Shunt DC Motor GO
Maximum Power Condition Of Shunt DC Motor GO
K Using Speed Of Shunt DC Motor GO
K Of Shunt DC Motor GO
Armature Conductors Of DC Shunt Motor Using K GO
Number Of Pole Of Shunt DC Motor Using K GO
Speed Regulation Of Shunt DC Motor GO
No Load Speed Of Shunt DC Motor GO
Full Load Speed Of Shunt DC Motor GO
Input Power Of Shunt DC Motor GO
Output Power Of Shunt DC Motor GO
Voltage Of Shunt DC Motor Using Input Power GO
Armature Current Of Shunt DC Motor Using Input Power GO
Torque Of DC Shunt Motor Using Output Power GO
Angular Speed Of DC Shunt Motor Using Output Power GO

What is a DC shunt motor?

A DC shunt motor is a type of self-excited DC motor, and it is also known as a shunt wound DC motor. The field windings in this motor can be connected in parallel to the armature winding.

How to Calculate Armature Parallel Path Of Shunt DC Motor Using K?

Armature Parallel Path Of Shunt DC Motor Using K calculator uses Number of parallel paths=(Constant Of The DC Machine*Number of conductors*Number of poles)/60 to calculate the Number of parallel paths, The Armature Parallel Path Of Shunt DC Motor Using K formula is defined as The number of parallel paths in a DC machine depends on the type of armature winding used. . Number of parallel paths and is denoted by A symbol.

How to calculate Armature Parallel Path Of Shunt DC Motor Using K using this online calculator? To use this online calculator for Armature Parallel Path Of Shunt DC Motor Using K, enter Constant Of The DC Machine (K), Number of conductors (Z) and Number of poles (P) and hit the calculate button. Here is how the Armature Parallel Path Of Shunt DC Motor Using K calculation can be explained with given input values -> 5.833333 = (0.5*7*100)/60.

FAQ

What is Armature Parallel Path Of Shunt DC Motor Using K?
The Armature Parallel Path Of Shunt DC Motor Using K formula is defined as The number of parallel paths in a DC machine depends on the type of armature winding used. and is represented as A=(K*Z*P)/60 or Number of parallel paths=(Constant Of The DC Machine*Number of conductors*Number of poles)/60. Constant of the dc machine is a constant quantity that we define for making the EMF equation of a DC machine easy, The number of conductors is the variable we use for getting the correct number of conductors and Number of poles is the number of finite open loop poles for constructing the root locus.
How to calculate Armature Parallel Path Of Shunt DC Motor Using K?
The Armature Parallel Path Of Shunt DC Motor Using K formula is defined as The number of parallel paths in a DC machine depends on the type of armature winding used. is calculated using Number of parallel paths=(Constant Of The DC Machine*Number of conductors*Number of poles)/60. To calculate Armature Parallel Path Of Shunt DC Motor Using K, you need Constant Of The DC Machine (K), Number of conductors (Z) and Number of poles (P). With our tool, you need to enter the respective value for Constant Of The DC Machine, Number of conductors and Number of poles 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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