Dependencies in Dataset #11463

uploaded by Kevin Wolf, U Leipzig
during HALO South mission

Entries (observed variables)

Information about observed variables of the current dataset.
No.	Name
A	virtual entry: Seconds of day given by 72527 constant values
01	Longitude [degree]
02	Latitude [degree]
03	Altitude (km)
04	Integration time of spectrometer (ms)
05	Calculated solar zenith angle [degree]
06	Calculated solar azimuth angle [degree]
07	Calculated relative solar azimuth angle [degree]
08	Calculated relative solar zenith angle [degree]
09	Calibrated downward irradiance at 442+-10 nm (W m-2 nm-1)
10	Calibrated downward irradiance at 559+-15 nm (W m-2 nm-1)
11	Calibrated downward irradiance at 832+-50 nm (W m-2 nm-1)
12	Calibrated downward irradiance at 945+-10 nm (W m-2 nm-1)
13	Simulated downward irradiance at 442+-10 nm (W m-2 nm-1)
14	Simulated downward irradiance at 559+-15 nm (W m-2 nm-1)
15	Simulated downward irradiance at 832+-50 nm (W m-2 nm-1)
16	Simulated downward irradiance at 945+-10 nm (W m-2 nm-1)
17	Calibrated upward irradiance at 442+-10 nm (W m-2 nm-1)
18	Calibrated upward irradiance at 559+-15 nm (W m-2 nm-1)
19	Calibrated upward irradiance at 832+-50 nm (W m-2 nm-1)
20	Calibrated upward irradiance at 945+-10 nm (W m-2 nm-1)
21	Calibrated downward irradiance at 1373+-15 nm (W m-2 nm-1)
22	Calibrated downward irradiance at 1613+-45 nm (W m-2 nm-1)
23	Calibrated downward irradiance at 1100+-15 nm (W m-2 nm-1)
24	Simulated downward irradiance at 1373+-10 nm (W m-2 nm-1)
25	Simulated downward irradiance at 1613+-45 nm (W m-2 nm-1)
26	Simulated downward irradiance at 1100+-15 nm (W m-2 nm-1)
27	Calibrated upward irradiance at 1373+-15 nm (W m-2 nm-1)
28	Calibrated upward irradiance at 1613+-45 nm (W m-2 nm-1)
29	Calibrated upward irradiance at 1100+-15 nm (W m-2 nm-1)

Dependencies of the observed variables

The interactive table provides a visualization of the dependencies of this dataset's entries (variables) which will hopefully assist you to understand the datasets structure.

Most datasets are simple, e.g. like 10 entries depending on 1 entry. But there are other datasets which are far more complex; with relationships between various entries and even reversed dependencies.

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Direction of relationships

Entry A		Entry B
	(=depends on)

Explanation

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