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@@ -42,7 +42,7 @@ INSERT DESCRIPTION OF USAGE
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Example plots are shown using the parameters: amplitude of one, frequency of 1GHz, time window of 6ns, and a time step of 1.926ps.
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Example plots are shown using the parameters: amplitude of one, frequency of 1GHz, time window of 6ns, and a time step of 1.926ps.
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gaussian
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gaussian
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--------
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^^^^^^^^
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A Gaussian waveform.
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A Gaussian waveform.
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@@ -56,7 +56,7 @@ where :math:`I` is the current, :math:`\zeta = 2\pi^2f^2`, :math:`\chi=\frac{1}{
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gaussiandot
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gaussiandot
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-----------
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^^^^^^^^^^^
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First derivative of a Gaussian waveform.
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First derivative of a Gaussian waveform.
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@@ -70,7 +70,7 @@ where :math:`I` is the current, :math:`\zeta = 2\pi^2f^2`, :math:`\chi=\frac{1}{
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gaussiandotnorm
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gaussiandotnorm
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---------------
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^^^^^^^^^^^^^^^
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Normalised first derivative of a Gaussian waveform.
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Normalised first derivative of a Gaussian waveform.
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@@ -84,7 +84,7 @@ where :math:`I` is the current, :math:`\zeta = 2\pi^2f^2`, :math:`\chi=\frac{1}{
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gaussiandotdot
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gaussiandotdot
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--------------
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^^^^^^^^^^^^^^
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Second derivative of a Gaussian waveform.
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Second derivative of a Gaussian waveform.
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@@ -98,7 +98,7 @@ where :math:`I` is the current, :math:`\zeta = \pi^2f^2`, :math:`\chi=\frac{\sqr
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gaussiandotdotnorm
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gaussiandotdotnorm
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------------------
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^^^^^^^^^^^^^^^^^^
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Normalised second derivative of a Gaussian waveform.
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Normalised second derivative of a Gaussian waveform.
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@@ -112,7 +112,7 @@ where :math:`I` is the current, :math:`\zeta = \pi^2f^2`, :math:`\chi=\frac{\sqr
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ricker
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ricker
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------
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^^^^^^
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A Ricker (or Mexican Hat) waveform which is the negative, normalised second derivative of a Gaussian waveform.
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A Ricker (or Mexican Hat) waveform which is the negative, normalised second derivative of a Gaussian waveform.
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@@ -126,7 +126,7 @@ where :math:`I` is the current, :math:`\zeta = \pi^2f^2`, :math:`\chi=\frac{\sqr
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sine
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sine
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----
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^^^^
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A single cycle of a sine waveform.
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A single cycle of a sine waveform.
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@@ -150,7 +150,7 @@ and
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contsine
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contsine
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--------
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A continuous sine waveform. In order to avoid introducing noise into the calculation the amplitude of the waveform is modulated for the first cycle of the sine wave (ramp excitation).
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A continuous sine waveform. In order to avoid introducing noise into the calculation the amplitude of the waveform is modulated for the first cycle of the sine wave (ramp excitation).
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