Click Here to
Order this information in Print

Click Here to
Order this information on CD-ROM

Click Here to
Download this information in PDF Format

 

Click here to make tpub.com your Home Page

Page Title: Generator Action in a Motor
Back | Up | Next

Click here for a printable version

Google


Web
www.tpub.com

Home

   
Information Categories
.... Administration
Advancement
Aerographer
Automotive
Aviation
Combat
Construction
Diving
Draftsman
Engineering
Electronics
Food and Cooking
Math
Medical
Music
Nuclear Fundamentals
Photography
Religion
USMC
   
Products
  Educational CD-ROM's
Printed Manuals
Downloadable Books
   
Back
Torque
Up
Electrical Science Volume 2 of 4
Next
DC Motor Speed

DC Motors DC MOTOR THEORY T = KFIa (6-1) where T  = torque, lb-ft K  = a constant depending on physical size of motor F  = field flux, number of lines of force per pole Ia   = armature current Generator Action in a Motor A   generator   action   is   developed   in   every Figure 6   Counterelectromotive Force (CEMF) motor.   When a conductor cuts lines of force, an EMF is induced in that conductor. Current to start the armature turning will flow in the direction determined by the applied DC power   source. After   rotation   starts,   the conductor  cuts  lines  of  force.    By  applying the left-hand rule for generators, the EMF that is  induced  in  the  armature  will  produce  a current in the opposite direction.  The induced EMF, as a result of motor operation, is called counterelectromotive   force,   or   CEMF,   as illustrated in Figure 6. Since the CEMF is generated by the action of the armature cutting lines of force, the value of CEMF will depend on field strength and armature speed, as shown in Equation (6-2). ECEMF = KFN (6-2) where ECEMF = counter EMF K = constant F = field flux strength N = speed of the armature The CEMF opposes the applied voltage and functions to lower armature current.   The effective voltage  acting  in  the  armature  of  a  motor  is  the  applied  voltage,  minus  the  counter  EMF. Armature current can be found by using Ohm’s law, as shown in Equation (6-3). Rev. 0 Page 5 ES-06

Privacy Statement - Press Release - Copyright Information. - Contact Us - Support Integrated Publishing