101. 99.98

102. As the conductor passes through 90, the sine function is

1.000; therefore, instantaneous voltage (e) equals Emax

(zero)

(100 volts).

The sine function of

is NEVER greater than 1,000 (found at exactly 90. In order to

solve for instantaneous voltages in a conductor rotating through the second, third, and

fourth quadrants of a generator, follow these rules:

in the second quadrant (90 to 180), subtract the angle rotated (in degrees) from 180.

In the third quadrant (180 to 270), subtract 180 from the angle rotated.

In the fourth quadrant (270 to 360), subtract the angle rotated from 360.

IT MUST BE NOTED:

Instantaneous values from 0 to 180 are on

the +Y axis and are positive.

Instantaneous values from 180 to 360 are on the -Y axis and are negative.

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