Exemplo n.º 1
0
def calc_DWR(datalist):
    var = h.lin2z(datalist[0]['var']) - h.lin2z(datalist[1]['var'])
    mask = np.logical_or(datalist[0]['mask'], datalist[1]['mask'])
    return var, mask
Exemplo n.º 2
0
def filter_ghost_echos_RPG94GHz_FMCW(data, **kwargs):
    ######################################################################
    #
    # 2nd and 3rd chirp ghost echo filter
    if 'clean_spectra' in kwargs and kwargs['clean_spectra']:

        sensitivity_limit = kwargs['SL'] if 'SL' in kwargs else sys.exit(
            'Error in clean_spectra ghost echo filter :: Sensitivity Limit missing!')
        Ze = kwargs['Ze'] if 'Ze' in kwargs else sys.exit(
            'Error in clean_spectra ghost echo filter :: Ze values missing!')

        for ichirp in [0, 1, 2]:

            # threholds for 3rd chrip ghost echo filter
            new_ny_vel = data[ichirp]['vel'].max() - 2.5

            ic_Ze_max = h.z2lin(-22.5)

            idx_left = np.argwhere(-new_ny_vel > data[ichirp]['vel']).max()
            idx_right = np.argwhere(new_ny_vel < data[ichirp]['vel']).min()

            Ze_lin_left = data[ichirp]['var'][:, :, :idx_left].copy()
            Ze_lin_right = data[ichirp]['var'][:, :, idx_right:].copy()

            # if noise was already removed by the RPG software, replace the ghost with -999.,
            # if noise factor 0 was selected in the RPG software, replace the ghost by the minimum spectrum value,
            # to avoid wrong noise estimations (to much signal would be lost otherwise),
            idx_ts_nf0 = np.argwhere(data[ichirp]['var'][:, 0, 0] != -999.0)

            if idx_ts_nf0.size > 0:
                mask_left, mask_right = Ze_lin_left < ic_Ze_max, Ze_lin_right < ic_Ze_max
                min_left, min_right = np.amin(Ze_lin_left, axis=2), np.amin(Ze_lin_right, axis=2)

                for i_bin in range(mask_left.shape[2]):
                    Ze_lin_left[mask_left[:, :, i_bin], i_bin] = min_left[mask_left[:, :, i_bin]]
                for i_bin in range(mask_right.shape[2]):
                    Ze_lin_right[mask_right[:, :, i_bin], i_bin] = min_right[mask_right[:, :, i_bin]]
            else:
                Ze_lin_left[Ze_lin_left < ic_Ze_max] = -999.0
                Ze_lin_right[Ze_lin_right < ic_Ze_max] = -999.0

            data[ichirp]['var'][:, :, :idx_left] = Ze_lin_left.copy()
            data[ichirp]['var'][:, :, idx_right:] = Ze_lin_right.copy()
    ######################################################################
    #
    # 2nd and 3rd chirp ghost echo filter
    if 'C2C3' in kwargs and kwargs['C2C3']:
        for ichirp in [0, 1, 2]:

            # threholds for 3rd chrip ghost echo filter
            new_ny_vel = data[ichirp]['vel'].max() - 2.5

            ic_Ze_max = h.z2lin(-22.5)

            idx_left = np.argwhere(-new_ny_vel > data[ichirp]['vel']).max()
            idx_right = np.argwhere(new_ny_vel < data[ichirp]['vel']).min()

            Ze_lin_left = data[ichirp]['var'][:, :, :idx_left].copy()
            Ze_lin_right = data[ichirp]['var'][:, :, idx_right:].copy()

            # if noise was already removed by the RPG software, replace the ghost with -999.,
            # if noise factor 0 was selected in the RPG software, replace the ghost by the minimum spectrum value,
            # to avoid wrong noise estimations (to much signal would be lost otherwise),
            idx_ts_nf0 = np.argwhere(data[ichirp]['var'][:, 0, 0] != -999.0)

            if idx_ts_nf0.size > 0:
                mask_left, mask_right = Ze_lin_left < ic_Ze_max, Ze_lin_right < ic_Ze_max
                min_left, min_right = np.amin(Ze_lin_left, axis=2), np.amin(Ze_lin_right, axis=2)

                for i_bin in range(mask_left.shape[2]):
                    Ze_lin_left[mask_left[:, :, i_bin], i_bin] = min_left[mask_left[:, :, i_bin]]
                for i_bin in range(mask_right.shape[2]):
                    Ze_lin_right[mask_right[:, :, i_bin], i_bin] = min_right[mask_right[:, :, i_bin]]
            else:
                Ze_lin_left[Ze_lin_left < ic_Ze_max] = -999.0
                Ze_lin_right[Ze_lin_right < ic_Ze_max] = -999.0

            data[ichirp]['var'][:, :, :idx_left] = Ze_lin_left.copy()
            data[ichirp]['var'][:, :, idx_right:] = Ze_lin_right.copy()

    ######################################################################
    #
    # 1st chirp ghost echo filter
    if 'C1' in kwargs and kwargs['C1']:
        # invalid mask has to be provided via kwarg for this filter
        invalid_mask = kwargs['inv_mask']
        rg_offsets = kwargs['offset']
        SL = kwargs['SL']

        # setting higher threshold if chirp 2 contains high reflectivity values
        # sum_over_heightC1 = np.ma.sum(data['Ze'][:rg_offsets[1], :], axis=0)
        sum_over_heightC2 = np.ma.sum(data['Ze'][rg_offsets[1]:rg_offsets[2], :], axis=0)

        # load sensitivity limits (time, height) and calculate the mean over time
        sens_reduction = 15.0  # sensitivity in chirp 1 is reduced by 12.0 dBZ
        C2_Ze_threshold = 18.0  # if sum(C2_Ze) > this threshold, ghost echo in C1 is assumed

        sens_lim = h.z2lin(h.lin2z(np.mean(SL, axis=0)) + sens_reduction)
        ts_to_mask = np.argwhere(h.lin2z(sum_over_heightC2) > C2_Ze_threshold)[:, 0]

        m1 = invalid_mask[:rg_offsets[1], :].copy()
        for idx_ts in ts_to_mask:
            m1[:, idx_ts] = data['Ze'][:rg_offsets[1], idx_ts] < sens_lim
            # a = data['Ze'][:rg_offsets[1], idx_ts] < sens_lim
            # b = data['VEL'][:rg_offsets[1], idx_ts] < -0.5
            # m1[:, idx_ts] = a == b

        invalid_mask[:rg_offsets[1], :] = m1.copy()

        for mom in ['Ze', 'VEL', 'sw', 'skew', 'kurt']:
            data[mom][:rg_offsets[1], :] = np.ma.masked_where(m1, data[mom][:rg_offsets[1], :])

        return invalid_mask
Exemplo n.º 3
0
fig, ax = pyLARDA.Transformations.plot_timeheight(LIMRAD94_Z_interp,
                                                  range_interval=plot_range,
                                                  z_converter='lin2z')
fig.savefig('limrad_Z_interp.png', dpi=250)


def calc_DWR(datalist):
    var = h.lin2z(datalist[0]['var']) - h.lin2z(datalist[1]['var'])
    mask = np.logical_or(datalist[0]['mask'], datalist[1]['mask'])
    return var, mask


new_keys = {
    'system': '',
    'name': 'DWR',
    'colormap': 'gist_rainbow',
    'rg_unit': 'm',
    'var_lims': [-7, 2]
}
DWR = pyLARDA.Transformations.combine(calc_DWR, [MIRA_Zg, LIMRAD94_Z_interp],
                                      new_keys)
fig, ax = pyLARDA.Transformations.plot_timeheight(DWR,
                                                  range_interval=plot_range)
fig.savefig('DWR_MIRA_LIMRAD.png', dpi=250)

MRR_Z = larda.read("MRRPRO", "Ze", [begin_dt, end_dt], [0, 'max'])
MRR_Z['var'] = h.lin2z(MRR_Z['var'])
fig, ax = pyLARDA.Transformations.plot_timeheight(MRR_Z,
                                                  range_interval=plot_range)
fig.savefig('mrr_Z.png', dpi=250)
Exemplo n.º 4
0
                                         range_interval=plot_range,
                                         z_converter='lin2z')
fig.savefig(case_prefix + 'limrad_Z.png', dpi=250)

LIMRAD94_Z_interp = pyLARDA.Transformations.interpolate2d(
    LIMRAD94_Z, new_time=MIRA_Zg['ts'], new_range=MIRA_Zg['rg'])
fig, ax = pyLARDA.Transformations.plot2d(LIMRAD94_Z_interp,
                                         range_interval=plot_range,
                                         z_converter='lin2z')
fig.savefig(case_prefix + 'limrad_Z_interp.png', dpi=250)

# Z scatterplot

combined_mask = np.logical_or(MIRA_Zg['mask'], LIMRAD94_Z_interp['mask'])

Mira_Z_scatter = h.lin2z(MIRA_Zg['var'][~combined_mask].ravel())  #+4.5
Limrad_Z_scatter = h.lin2z(LIMRAD94_Z_interp['var'][~combined_mask].ravel())

s, i, r, p, std_err = stats.linregress(Mira_Z_scatter, Limrad_Z_scatter)
H, xedges, yedges = np.histogram2d(Mira_Z_scatter,
                                   Limrad_Z_scatter,
                                   bins=120,
                                   range=[[-75, 30], [-75, 30]])
X, Y = np.meshgrid(xedges, yedges)
fig, ax = plt.subplots(1, figsize=(5.7, 5.7))
ax.pcolormesh(
    X,
    Y,
    np.transpose(H),
    norm=matplotlib.colors.LogNorm(),
)