c3.libraries.envelopes¶
Library of envelope functions.
All functions assume the input of a time vector and return complex amplitudes.
Module Contents¶
- c3.libraries.envelopes.pwc_shape(t, params)[source]¶
Piecewise constant pulse while defining only a given number of samples, while interpolating linearly between those. :param t: :param params: t_bin_start/t_bin_end can be used to specify specific range. e.g. timepoints taken from awg.
- c3.libraries.envelopes.pwc_symmetric(t, params)[source]¶
symmetic PWC pulse This works only for inphase component
- c3.libraries.envelopes.delta_pulse(t, params)[source]¶
Pulse shape which gives an output only at a given time bin
- c3.libraries.envelopes.fourier_sin(t, params)[source]¶
Fourier basis of the pulse constant pulse (sin).
- Parameters
params (dict) –
- ampslist
Weights of the fourier components
- freqslist
Frequencies of the fourier components
- c3.libraries.envelopes.fourier_cos(t, params)[source]¶
Fourier basis of the pulse constant pulse (cos).
- Parameters
params (dict) –
- ampslist
Weights of the fourier components
- freqslist
Frequencies of the fourier components
- c3.libraries.envelopes.rect(t, params=None)[source]¶
Rectangular pulse. Returns 1 at every time step.
- c3.libraries.envelopes.trapezoid(t, params)[source]¶
Trapezoidal pulse. Width of linear slope.
- Parameters
params (dict) –
- t_finalfloat
Total length of pulse.
- risefallfloat
Length of the slope
- c3.libraries.envelopes.flattop_risefall(t, params)[source]¶
Flattop gaussian with width of length risefall, modelled by error functions.
- Parameters
params (dict) –
- t_finalfloat
Total length of pulse.
- risefallfloat
Length of the ramps. Position of ramps is so that the pulse starts with the start of the ramp-up and ends at the end of the ramp-down
- c3.libraries.envelopes.flattop(t, params)[source]¶
Flattop gaussian with width of length risefall, modelled by error functions.
- Parameters
params (dict) –
- t_upfloat
Center of the ramp up.
- t_downfloat
Center of the ramp down.
- risefallfloat
Length of the ramps.
- c3.libraries.envelopes.flattop_cut(t, params)[source]¶
Flattop gaussian with width of length risefall, modelled by error functions.
- Parameters
params (dict) –
- t_upfloat
Center of the ramp up.
- t_downfloat
Center of the ramp down.
- risefallfloat
Length of the ramps.
- c3.libraries.envelopes.flattop_cut_center(t, params)[source]¶
Flattop gaussian with width of length risefall, modelled by error functions.
- Parameters
params (dict) –
- t_upfloat
Center of the ramp up.
- t_downfloat
Center of the ramp down.
- risefallfloat
Length of the ramps.
- c3.libraries.envelopes.flattop_risefall_1ns(t, params)[source]¶
Flattop gaussian with fixed width of 1ns.
- c3.libraries.envelopes.gaussian_sigma(t, params)[source]¶
Normalized gaussian. Total area is 1, maximum is determined accordingly.
- Parameters
params (dict) –
- t_finalfloat
Total length of the Gaussian.
- sigma: float
Width of the Gaussian.
- c3.libraries.envelopes.gaussian(t, params)¶
Normalized gaussian with fixed time/sigma ratio.
- Parameters
params (dict) –
- t_finalfloat
Total length of the Gaussian.
- c3.libraries.envelopes.cosine(t, params)[source]¶
Cosine-shaped envelope. Maximum value is 1, area is given by length.
- Parameters
params (dict) –
- t_finalfloat
Total length of the Gaussian.
- sigma: float
Width of the Gaussian.
- c3.libraries.envelopes.cosine_flattop(t, params)[source]¶
Cosine-shaped envelope. Maximum value is 1, area is given by length.
- Parameters
params (dict) –
- t_finalfloat
Total length of the Gaussian.
- sigma: float
Width of the Gaussian.
- c3.libraries.envelopes.gaussian_nonorm(t, params)[source]¶
Non-normalized gaussian. Maximum value is 1, area is given by length.
- Parameters
params (dict) –
- t_finalfloat
Total length of the Gaussian.
- sigma: float
Width of the Gaussian.
- c3.libraries.envelopes.gaussian_der_nonorm(t, params)[source]¶
Derivative of the normalized gaussian (ifself not normalized).
- c3.libraries.envelopes.gaussian_der(t, params)[source]¶
Derivative of the normalized gaussian (ifself not normalized).
- c3.libraries.envelopes.drag(t, params)¶
Second order gaussian with fixed time/sigma ratio.