# How to measure resonant frequency with oscilloscope

Frequency and period-- Frequency is defined as the number of times per second a waveform repeats. And the period is the reciprocal of that (number of seconds each repeating waveform takes). The maximum frequency a scope can measure varies, but it's often in the 100's of MHz (1E6 Hz) range.Oscilloscope Drive V R A Figure 1. Schematic diagram of the experimental set-up and electronic circuit. The specially designed TEM holder allows the ﬁeld emission measurement to be performed at mechanical resonance of a carbon nanotube. The excitation of mechanical resonance, as an important phenomenonin nanomechanics, on the oscilloscope as a minimum in the transmitted power. Coupling can also be observed through the microscopes; fig. 5 shows an image of light at 410 nm being coupled into a toroid, which was taken using the side-view microscope. On resonance, the power circulating, P circ, in the toroid is given by (2) (3) Figure 3. One may find the resonance frequency for the response waveform vC,F by differentiating A with respect to ωapp and setting the result equal to zero: = 0 ∂ω ∂ ωapp=ωres app A (14) Once the resonance frequency, ωres, is found it may be substituted into A to find the resonance amplitude, AC Frequency. If you'd like to measure the alternating current frequency you should plug the AC signal into one of the inputs on your digital oscilloscope and optimize the signal. Count the number of horizontal divisions from one high point to the next (i.e. peak to peak) of your oscillating signal.Watch the vidPlot this ratio (Gain) versus frequency on both logarithmic (log-log) and linear plots. 2. From this gain curve, determine the resonance frequency, w n, by inspection, and use the half power point method to determine Q and the damping ratio, x. 3. Plot the underdamped step response waveform obtained in Part 2 of the laboratory instructions. The current and the voltage in the circuit must be in phase at the resonance frequency. That means that the imaginary component of the complex admittance Y must be zero. Because the branch with the resistor and the inductor is parallel to the branch with the capacitor, we obtain the total admittance Y as a sum of the particular admittances: A series or parallel resonant circuit is just that, a resonant circuit, whether any voltage AC or DC is applied or not. To determine the resonant frequency you either have to calculate it (if you know the inductance and capacitance values) or measure it by applying an exciting voltage, usually by applying a variable frequency signal to the circuit, and using an o'scope or RF voltmeter as an ... In physics, you can apply Hooke’s law, along with the concept of simple harmonic motion, to find the angular frequency of a mass on a spring. And because you can relate angular frequency and the mass on the spring, you can find the displacement, velocity, and acceleration of the mass. Hooke’s law says that F […] By Doug Lowe. The basic procedure for testing an electronic circuit with an oscilloscope is to attach the ground connector of the scope’s test lead to a ground point in the circuit, and then touch the tip of the probe to the point in the circuit that you want to test. For example, if you want to verify that the output from a pin of an integrated circuit is emitting a square wave, touch the oscilloscope probe to the pin and look at the display on the scope. This video shows how to measure the resonant frequency of your Tesla coil's secondary coil using an oscilloscope and function generator.oscilloscope. b) Plot V R (f) versus f for both the theoretical calculation and experimental data on the same axes. Discuss the results. c) Determine the resonant frequency f o of the circuit. f o = _____ (Exp) _____ (Theory) d) Verify that the voltage measured across the resistance R is maximum at the resonant frequency. The resonant frequency of the circuit is defined as: r LC 1 ω= (10) The Q factor . With reference to a specific LRC circuit, the Q factor measures the strength of a resonance. For a series LCR loop, by definition: R C L R L Q r 2 = = ω) (11 More fundamentally, the Q factor of a resonance is 2π times the stored energy divided by the Mar 20, 2012 · 4. When measuring video cable currents and large cable movements cause big changes in amplitude, the coupling is likely inductive – otherwise, it’s more likely conductive. 5. If you suspect inductive coupling, the phase at the victim will be 180-degrees from the source. This may be observed on an oscilloscope with H-field probes or current ... (14) If an oscilloscope with amplitude vs. frequency is available (see Tools for Instructor), strike one of the bars with a rubber-tipped beater near a microphone connected to the oscilloscope. On the display, identify the fundamental frequency and any overtones. Next, repeat the test but strike the tube with the wooden end of the beater. turn out to have a resonance frequency in the RF-range. For instance the hydrogen atom (1H) has a resonance frequency of approximately 42.58 MHz when placed in a static magnetic field of 1 T. Given this resonance, the nuclei can be thought of as res-onators that absorb energy from the applied RF-field. Nuclei of different elements The frequency is given as its ratio to the resonant frequency, and R is given in terms of the quantity a = R/ w 0 L. Notice that as R increases, not only does the maximum current decrease, but the curve becomes broader. We measure the width of each curve D f, as the difference in frequency between the two half-maximum points for each curve. frequency.(This is the resonant frequency f res of the parallel-tuned circuit). f res = U res = Part 2.A Measuring the resonant curve. 5. Connect Y 1 (€ 200 mV cm) to measuring point B. Set U 1 to U res = 1.2 V pp (6 divisions.). 6. Measure the output for frequencies above and below the resonance frequency. 7. Tabulate the results and draw a ... Jun 10, 2018 · The ‘extra’ idle capacitance present on each idle AFE drive can amplify harmonics generated by other drives creating a low-level voltage resonance situation. If this is suspected, then this can be measured by connecting an oscilloscope to the power system. The AC voltage sine wave will show low frequency oscillations riding on the AC waveform.

With the known capacitor connected, the grid dip meter or grid dip oscillator can be used in the normal way to determine the resonant frequency of the resonant circuit. Once the resonant frequency has been found it is a relatively straightforward calculation to determine the value of the inductor. It can be found from the formula:

This video builds upon the voltage / current phase relationships that were demonstrated in the previous video:http://www.youtube.com/watch?v=ykgmKOVkyW0to sh...

Documentos y Descargas Catálogos Manuales Especificaciones Generales Software Información Técnica

Jul 13, 2016 · Connect the Function Generator sync (synchronization) output to the Channel 2 input of the oscilloscope. 1. Set the Function Generator to give a sine wave output at a frequency = 1 kHz. Adjust the amplitude to give a peak-to-peak voltage of 2V as observed on the oscilloscope.

Feb 14, 2014 · Set the waveform generator to generate a sinusoidal waveform with an amplitude of 50 mVpp and a frequency of 500 kHz. Increase the frequency until the amplitude of the sinusoid on the oscilloscope reaches ist peak value. The frequency for which this happens is the resonant frequency f 0. Note the amplitude A of the sinusoid at f 0. Apr 15, 2014 · This inductance together with the capacitance of the probe creates an LC resonance circuit and therefore ringing at a certain frequency on the step. This frequency is approximately1/√LC . To put some figures on it 3-6inch ground leads on an active probe with an input C of around 1.5pF would give us resonance in around 350MHz - 550MHz.