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Registered Member #3859
Joined: Sun May 01 2011, 03:47PM
Location:
Posts: 179
Is approximate Frequency of the signal =
(10^[Power of the Dial Setting] * Multiple on the Dial) / 2*[waveform length in centimeters]
Power of the dial setting as in x*10^-n = prefix*(x) Centi n= 1 Centi n= 2 Milli n= 3 Micro n= 6 Nano n= 9 Pico n= 12
(or 1/10^-n)
So if I have a dial set to 100 microseconds / centimeter and the waveform takes about 1.5 centimeters on the screen, then the input signal frequency is around 3333.3Hz?
Registered Member #2431
Joined: Tue Oct 13 2009, 09:47PM
Location: Chico, CA. USA
Posts: 5639
i think your complicating things. typically were taught : Hz = 1/t
tarakan2 wrote ...
So if I have a dial set to 100 microseconds / centimeter and the waveform takes about 1.5 centimeters on the screen, then the input signal frequency is around 3333.3Hz?
Thank you.
at 100 uS per cm then, 1.5cm x 100us = 150uS so, 1 / 0.00015 S = 6666 Hz
others should cjheck im about to sleeeeeeeeeeeeeeeep
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Another dumb question - approximating frequency with oscilloscope.
