A. Measuring the phase difference with Electric Current Voltage AC.<\/strong><\/span> B. Method of Lissajous<\/strong><\/span> Two different signals, in this case the input signal and the output signal if combined would generate configuration entirely different shape.<\/span> Input signal is fed to the channel Y (vertical) and the output signal is inserted into the channel X (horizontal) is different from 0 \u00b0, combined will produce alloy signal is a straight line that forms an angle of 45 \u00b0.<\/span>
\n Phase difference can be measured by a series of C1 danR1.<\/span> Voltage U1 appeared from the supply voltage AC generator.<\/span> U2 voltage divided by the value of resistor R1 representation of an AC power outlet.<\/span> U1 with U2 phase shifts of Dx.<\/span>
\n For example: \u03c6 = \u0394x \u00b7 360 \u00b0 \/ XT<\/span>
\n Div = 2 \u00b7 360 \u00b0 \/ 8div = 90 \u00b0<\/span>
\n Display sinusoidal signal voltage U1 (power supply voltage) and the voltage U2 (when divided by R1, representation of the AC current).<\/span>
\n Phase shift between the voltage and current of \u03c6 = 900<\/span>
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\n Figure 9.6 Measurement Different Phases<\/span><\/p>\n
\n Two signals can be measured depending phasanya by utilizing vertical input (channels Y) and horizontal (canal-X).<\/span> By using two-channel oscilloscope can show different phase known as Lissajous method.<\/span>
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\n Figure 9.7 Principles of Measurement Method Lissajous<\/span>
\n The phase difference of 0 \u00b0 or 360 \u00b0.<\/span><\/p>\n
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\n Figure 9.8 Different Phases zero or 360o between Input and Output<\/span>
\n The phase difference of 90 \u00b0 or 270 \u00b0.<\/span><\/p>\n