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II UNIT D.C MOTORS D.C MOTORS. UNIT-II D.C. MOTORS : Principle of operation of DC Motor, Types of Motors, Back EMF Equation, Characteristics of DC motor,

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Presentation on theme: "II UNIT D.C MOTORS D.C MOTORS. UNIT-II D.C. MOTORS : Principle of operation of DC Motor, Types of Motors, Back EMF Equation, Characteristics of DC motor,"— Presentation transcript:

1 II UNIT D.C MOTORS D.C MOTORS

2 UNIT-II D.C. MOTORS : Principle of operation of DC Motor, Types of Motors, Back EMF Equation, Characteristics of DC motor, Torque Equation, DC Motor Starter (Three Point starter), Efficiency Calculation, Swinburne's Test and speed control of armature and field.

3 DC Machines DC Motor DC Generator

4 DC motor

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7 Force in a Conductor

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9 Diagram of a Simple DC Motor

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15 and it is indicated by E b

16 Net voltage across armature circuit = If R a is the armature resistance, then

17 This back e.m.f is also called as counter e.m.f and indicated by E b Significance of Back E.M.F The presence of back e.m.f makes the dc motor a self regulating machine i.e. it makes the motor to draw as much armature current as is sufficient to develop the torque required by the load.

18 EbEb VTVT + - + - RARA V T = voltage at motor terminals E = Back EMF induced in armature (V) I A = armature current (A) R A = armature resistance Terminal Voltage Equation

19 Power Equation

20 is the electrical input to the motor represents the copper losses in the motor is the electrical equivalent of mechanical power developed in armature

21 Electric Motor

22 TYPES OF D.C MOTORS (i)Shunt wound motors : in which the field winding is connected in parallel with the armature. (ii) Series –wound Motor : in which the field winding is connected in series with the armature (iii) Compound Wound Motor : which has two field windings,one connected in parallel with the armature and the other in series with it

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30 Torque of a dc motor The turning or twisting moment of a force about an axis. It is measured as the product of force and radius at which it acts. T=F*r N-m Work done by force= F*2*3.14*r N-m

31 Power developed=F*2*3.14*r *N P=T*W watts (since T=F*r) P=(2*3.14)NT/60 watts P=NT/9.55 watts

32 Armature Torque If Ta is the torque developed by armature and N is speed in rps P=Ta*2*3.14*N watts Electrical power: Eb*Ia Eb*Ia =Ta*(2*3.14*N) Ta=(Eb*Ia)/(2*3.14*N)

33 Eb=  ZNP/A Ta= (  ZP/A)*(Ia/(2*3.14)) Ta=0.159*  ZIa(P/A) N-m Ta is proportional to (  Ia)

34 SPEED CONTROL OF DC MOTORS 1. Vary the voltage supplied to the armature circuit while holding the field constant. 2. Vary the field current while holding the armature supply voltage constant. 3. Insert resistance in series with the armature circuit.

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