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Rev 2.02<br />
E8D07<br />
An electromagnetic wave is a wave consisting of an electric field and a magnetic field oscillating at right angles to<br />
each other.<br />
E8D08<br />
Electromagnetic waves traveling in free space change electric and magnetic fields to propagate the energy.<br />
E8D09<br />
Circularly polarized electromagnetic waves are waves with a rotating electric field.<br />
E8D10<br />
The polarization of an electromagnetic wave when its magnetic field is parallel to the surface of the earth is vertical.<br />
E8D11<br />
The polarization of an electromagnetic wave if its magnetic field is perpendicular to the surface of the Earth is<br />
Horizontal.<br />
E8D12<br />
Electromagnetic waves travel in free space at approximately 300 million meters per second.<br />
E8D13<br />
A peak-reading wattmeter should be used to monitor the output signal of a voice-modulated single-sideband<br />
transmitter to ensure you do not exceed the maximum allowable power.<br />
E8D14<br />
The average power dissipated by a 50-ohm resistive load during one complete RF cycle having a peak voltage of<br />
35 volts is 12.2 watts.<br />
Step 1 - RMS= .707 x Peak or RMS = .707 x 35 or RMS = 24.74 Volts<br />
Step 2 – Power = (RMS)^2 / Resistance or P = (24.74)^2 / 50 or P = 612.31 / 50 or P = 12.24 Watts<br />
E8D15<br />
If an RMS reading voltmeter reads 34 volts on a sinusoidal waveform, it’s the peak voltage would be 48 volts.<br />
Peak = 1.414 x RMS or Peak = 1.414 x 34 or peak = 48.07 volts<br />
E8D16<br />
170 volts is a typical value for the peak voltage at a common household electrical outlet.<br />
Peak = 1.414 x RMS or Peak = 1.414 x 120 or peak = 169.68 volts<br />
E8D17<br />
340 volts is a typical value for the peak-to-peak voltage at a common household electrical outlet.<br />
Peak to Peak= 2 (1.414 x RMS) or PP = 2 (1.414 x 120) or PP = 2 x 169.68 or PP = 339.36 volts<br />
E8D18<br />
A typical value for the RMS voltage at a common household electrical power outlet is 120-V AC.<br />
E8D19<br />
The RMS value of a 340-volt peak-to-peak pure sine wave is 120-V AC.<br />
RMS= (peak to Peak/2) / 1.414 or RMS= (340/2) / 1.414 or RMS= 170 / 1.414 or RMS = 120.22 volts<br />
Jack Tiley <strong>AD7FO</strong> Page 85 3/15/2009