IMAGES

  1. Lissajous figures and CRO setup to obtain Lissajous figures

    to study lissajous figures experiment

  2. How to Make Lissajous Figures on an Oscilloscope

    to study lissajous figures experiment

  3. Lissajous figure

    to study lissajous figures experiment

  4. The Lissajous figures of slit signals with (a) lift-off and (b) tilting

    to study lissajous figures experiment

  5. Lissajous Pattern || Measurement of Frequency and Phase using Lissajous Pattern || With Examples ||

    to study lissajous figures experiment

  6. Sand pendulum || Lissajous patterns || science experiment

    to study lissajous figures experiment

VIDEO

  1. "Lissajous Figures" (In हिन्दी) using "DSO" & "Function Generator"

  2. Discover the Mesmerizing Le Joujou Figures

  3. lissajous figures explanation

  4. Application of Lissajous Figures

  5. Lissajous Figure

  6. Lissajous Figures Explained

COMMENTS

  1. EXPERIMENT 9: LISSAJOUS FIGURES

    EXPERIMENT. Part A -- Phase-Shift Network. The RC phase-shift network in Fig. E9-1 is prewired in a box, with R = 1 kΩ and C = 110 nF. Your task is to measure the amplitude and phase of vB while simultaneously monitoring the amplitude and phase of vA when terminal X is …

  2. Experiment No.11 Frequency and Phase Angle Measurement

    Use of Lissajous Patterns to Calculate Phase Shift: Lissajous patterns are obtained on the scope simultaneously by applying the two sinusoidal inputs to be compared at the vertical and …

  3. Measurements using Lissajous Figures

    Lissajous figure is the pattern which is displayed on the screen, when sinusoidal signals are applied to both horizontal & vertical deflection plates of CRO. These patterns will vary based …

  4. ALE

    This pdf file covers the basic CRO experiment to determine the frequency of a wave given through a function generator. and the making of Lissajous figures using two …

  5. Lissajous figures

    A Lissajous (“LEE-suh-zhoo”) figure is a parametric plot of the harmonic system ( x(t) = Axsin(ωxt+φ), y(t) = Aysin(ωyt +φ+δ) (i.e., y(x) = Aysin . ωy. ωx. arcsin(x Ax. ) −φ +φ −δ where …

  6. Activity: The Lissajous pattern, A Classic phase …

    Lissajous (pronounced LEE-suh-zhoo) figures were discovered by the French physicist Jules Antoine Lissajous. He would use sounds of different frequencies to vibrate a mirror. A beam of light reflected from the mirror would trace patterns …

  7. Microsoft Word

    The pattern of the resultant motion is described by a Lissajous figure, named after French mathematician. Lissajous figures can be seen by using a cathode ray oscilloscope (CRO).

  8. Lissajous Figures

    The figures are shown by projection, with a point source of light (originally an arc lamp) casting a enlarged replica of the motion of the intersection on a distant wall. Different figures can be …