During operational tests of a separately excited DC motor, the motor, while running at a constant velocity of 1800 revolutions per minute, produces an output voltage of 160 V on an open armature circuit with a steady field current of 1.2 A. The motor's inherent resistances are listed as: • Field Coil Resistance: 30 ohms • Armature Coil Resistance: 2.5 ohms Subsequently, this motor is reconfigured as a series motor connected to a 90 V power source. It continues to draw a current of 1.2 A. Considering these altered parameters, could you determine the magnetism of the motor, represented by the product kao?
During operational tests of a separately excited DC motor, the motor, while running at a constant velocity of 1800 revolutions per minute, produces an output voltage of 160 V on an open armature circuit with a steady field current of 1.2 A. The motor's inherent resistances are listed as: • Field Coil Resistance: 30 ohms • Armature Coil Resistance: 2.5 ohms Subsequently, this motor is reconfigured as a series motor connected to a 90 V power source. It continues to draw a current of 1.2 A. Considering these altered parameters, could you determine the magnetism of the motor, represented by the product kao?
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Transcribed Image Text:During operational tests of a separately excited DC motor, the motor, while running at a constant
velocity of 1800 revolutions per minute, produces an output voltage of 160 V on an open
armature circuit with a steady field current of 1.2 A. The motor's inherent resistances are listed as:
Field Coil Resistance: 30 ohms
•
Armature Coil Resistance: 2.5 ohms
Subsequently, this motor is reconfigured as a series motor connected to a 90 V power source. It
continues to draw a current of 1.2 A.
Considering these altered parameters, could you determine the magnetism of the motor,
represented by the product kao?
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