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CLAVR-x
l2bc_science
Commits
c579843a
Commit
c579843a
authored
10 months ago
by
Coda Phillips
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add dcc notebook
parent
826874f7
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dcc.ipynb
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c579843a
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"%pylab is deprecated, use %matplotlib inline and import the required libraries.\n",
"Populating the interactive namespace from numpy and matplotlib\n"
]
}
],
"source": [
"%pylab inline"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"from collections import defaultdict\n",
"from pathlib import Path\n",
"from tqdm import tqdm\n",
"import netCDF4\n",
"\n",
"import l2bc_utils\n",
"from l2bc_utils import PLATFORM_COLORS"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"# Read csv of file metadata\n",
"root = Path('/data/www/patmosx_l2bc')\n",
"_files = pd.read_csv(root / 'index.csv', parse_dates=['date'])\n",
"# Fast\n",
"_files['root'] = str(root) + '/'\n",
"_files['path'] = _files['root'].str.cat(_files['path'])"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"# pivot into variable columns\n",
"files = l2bc_utils.pivot_files(_files)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"# Grab the first file to get the lat/lon\n",
"for f in files.values.ravel():\n",
" if f:\n",
" nc = netCDF4.Dataset(f)\n",
" lat = nc.variables['latitude'][:]\n",
" lon = nc.variables['longitude'][:]\n",
" nc.close()\n",
" break\n"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"lon, lat = np.meshgrid(lon, lat)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
" 0%| | 0/79822 [00:00<?, ?it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"100%|██████████| 79822/79822 [25:33<00:00, 52.07it/s]\n"
]
}
],
"source": [
"df = []\n",
"count = 0\n",
"for (platform, date, node), (sza, vza, t11, r065) in l2bc_utils.iter_nc_var(files, 'solar_zenith_angle', 'sensor_zenith_angle', 'temp_11_0um_nom', 'refl_0_65um_nom_counts'):\n",
" cold = t11 < 200\n",
" day = sza < 80\n",
" tropics = (lat > -20) & (lat < 20)\n",
" near_nadir = abs(vza) < 15\n",
" mask = cold & day & tropics & near_nadir\n",
" _df = (pd.DataFrame({\n",
" 'solar_zenith_angle': sza[mask],\n",
" 'sensor_zenith_angle': vza[mask],\n",
" 'refl_0_65um_nom_counts': r065[mask],\n",
" 'latitude': lat[mask],\n",
" 'longitude': lon[mask],\n",
" }))\n",
" # subset\n",
" _df['platform'] = platform\n",
" _df['date'] = date\n",
" _df['node'] = node\n",
" df.append(_df)\n",
" count += len(_df)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"df = pd.concat(df)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"k = 'refl_0_65um_nom_counts'\n",
"cos_sza = np.cos(np.deg2rad(df.solar_zenith_angle))\n",
"norm_counts = df[k] / cos_sza\n",
"norm_counts.index = pd.MultiIndex.from_frame(df[['platform', 'date', 'node']])"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"norm_counts_means = norm_counts.groupby('platform').apply(lambda x: x.droplevel(['platform','node']).resample('1MS').mean())"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
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",
"text/plain": [
"<Figure size 1500x500 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"figure(figsize=(15,5))\n",
"for platform, s in norm_counts_means.groupby('platform'):\n",
" s = s.droplevel('platform')\n",
" s = s.groupby(lambda x: x.month, group_keys=False).apply(lambda x: x-x.mean()) + s.mean()\n",
" scatter(s.index, s.values, label=platform, color=PLATFORM_COLORS[platform.lower()], s=5)\n",
"ylabel(f'({k} / µ)')\n",
"title('Deseasonalized Normalized Counts')\n",
"legend(loc='center left', bbox_to_anchor=(1, .5))\n",
"ylim([400, 900])\n",
"grid()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "dev",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.11.4"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
%% Cell type:code id: tags:
```
python
%
pylab
inline
```
%% Output
%pylab is deprecated, use %matplotlib inline and import the required libraries.
Populating the interactive namespace from numpy and matplotlib
%% Cell type:code id: tags:
```
python
import
numpy
as
np
import
pandas
as
pd
from
collections
import
defaultdict
from
pathlib
import
Path
from
tqdm
import
tqdm
import
netCDF4
import
l2bc_utils
from
l2bc_utils
import
PLATFORM_COLORS
```
%% Cell type:code id: tags:
```
python
# Read csv of file metadata
root
=
Path
(
'
/data/www/patmosx_l2bc
'
)
_files
=
pd
.
read_csv
(
root
/
'
index.csv
'
,
parse_dates
=
[
'
date
'
])
# Fast
_files
[
'
root
'
]
=
str
(
root
)
+
'
/
'
_files
[
'
path
'
]
=
_files
[
'
root
'
].
str
.
cat
(
_files
[
'
path
'
])
```
%% Cell type:code id: tags:
```
python
# pivot into variable columns
files
=
l2bc_utils
.
pivot_files
(
_files
)
```
%% Cell type:code id: tags:
```
python
# Grab the first file to get the lat/lon
for
f
in
files
.
values
.
ravel
():
if
f
:
nc
=
netCDF4
.
Dataset
(
f
)
lat
=
nc
.
variables
[
'
latitude
'
][:]
lon
=
nc
.
variables
[
'
longitude
'
][:]
nc
.
close
()
break
```
%% Cell type:code id: tags:
```
python
lon
,
lat
=
np
.
meshgrid
(
lon
,
lat
)
```
%% Cell type:code id: tags:
```
python
df
=
[]
count
=
0
for
(
platform
,
date
,
node
),
(
sza
,
vza
,
t11
,
r065
)
in
l2bc_utils
.
iter_nc_var
(
files
,
'
solar_zenith_angle
'
,
'
sensor_zenith_angle
'
,
'
temp_11_0um_nom
'
,
'
refl_0_65um_nom_counts
'
):
cold
=
t11
<
200
day
=
sza
<
80
tropics
=
(
lat
>
-
20
)
&
(
lat
<
20
)
near_nadir
=
abs
(
vza
)
<
15
mask
=
cold
&
day
&
tropics
&
near_nadir
_df
=
(
pd
.
DataFrame
({
'
solar_zenith_angle
'
:
sza
[
mask
],
'
sensor_zenith_angle
'
:
vza
[
mask
],
'
refl_0_65um_nom_counts
'
:
r065
[
mask
],
'
latitude
'
:
lat
[
mask
],
'
longitude
'
:
lon
[
mask
],
}))
# subset
_df
[
'
platform
'
]
=
platform
_df
[
'
date
'
]
=
date
_df
[
'
node
'
]
=
node
df
.
append
(
_df
)
count
+=
len
(
_df
)
```
%% Output
0%| | 0/79822 [00:00<?, ?it/s]
100%|██████████| 79822/79822 [25:33<00:00, 52.07it/s]
%% Cell type:code id: tags:
```
python
df
=
pd
.
concat
(
df
)
```
%% Cell type:code id: tags:
```
python
k
=
'
refl_0_65um_nom_counts
'
cos_sza
=
np
.
cos
(
np
.
deg2rad
(
df
.
solar_zenith_angle
))
norm_counts
=
df
[
k
]
/
cos_sza
norm_counts
.
index
=
pd
.
MultiIndex
.
from_frame
(
df
[[
'
platform
'
,
'
date
'
,
'
node
'
]])
```
%% Cell type:code id: tags:
```
python
norm_counts_means
=
norm_counts
.
groupby
(
'
platform
'
).
apply
(
lambda
x
:
x
.
droplevel
([
'
platform
'
,
'
node
'
]).
resample
(
'
1MS
'
).
mean
())
```
%% Cell type:code id: tags:
```
python
figure
(
figsize
=
(
15
,
5
))
for
platform
,
s
in
norm_counts_means
.
groupby
(
'
platform
'
):
s
=
s
.
droplevel
(
'
platform
'
)
s
=
s
.
groupby
(
lambda
x
:
x
.
month
,
group_keys
=
False
).
apply
(
lambda
x
:
x
-
x
.
mean
())
+
s
.
mean
()
scatter
(
s
.
index
,
s
.
values
,
label
=
platform
,
color
=
PLATFORM_COLORS
[
platform
.
lower
()],
s
=
5
)
ylabel
(
f
'
(
{
k
}
/ µ)
'
)
title
(
'
Deseasonalized Normalized Counts
'
)
legend
(
loc
=
'
center left
'
,
bbox_to_anchor
=
(
1
,
.
5
))
ylim
([
400
,
900
])
grid
()
```
%% Output
%% Cell type:code id: tags:
```
python
``
`
%%
Cell
type
:
code
id
:
tags
:
```
python
```
%% Cell type:code id: tags:
```
python
```
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