RA & Dec coordinates of the desired target can be specified either in decimal degrees (DD.DD) or in "HH MM SS.S" and "DD MM SS.S" format. All internal operations are done in degrees. For RA, a floating point number indicates that you are giving your input in decimal degrees. An integer number will be taken as HH MM SS.S. For instance, 4 is taken as 4 hours but 4. is taken as 4 degrees.
When entering coordinates in the multiple targets section you must use sign (+/-) for the Declination.
An optional Target Name can be entered which could be the name of the source or some other identifier. Default is "Target".
If you select this entry option you can provide the revolution range for which the visibility should be computed.
Enter the first and last revolutions for which you would like the visibility computed.
The default for these entries is the approximate revolution range covered by AO23 (revolution 4467 - 4650).
The minimum and maximum values for which visibility information can be computed in this version are revolutions 4334 - 4765.
If you leave these fields untouched (default) or you use an out of range value, the tool will use the defaults.
Note: The tool internally uses revolutions for all computations.
The terms revolution and orbit are used interchangeable by the tool.
Instead of a revolution range you may select a range of dates. If you select this option you may provide the date range for which the visibility should be computed. Enter the first and last dates for which you would like the visibility computed.
The format is 'free' for the dates but we recommend to use the forms YYYY-MM-DD or YYYY MM DD (or even DD Month YYYY).
The default for these entries is the approximate date range covered by the AO23: 2024-05-01 to 2025-04-30.
The minimum and maximum values for which visibility information can be computed in this version are dates 2023-08-08 and 2025-12-14.
If you leave these fields untouched (default) or you use an out of range value, the tool will use the indicated defaults.
The following link contains the latest available revno file providing Perigee Passage crossing times.(R=Reconstructed data, P=Predicted data).
You can find out the equivalence between date and revolution number by using the orbit calculator.
A time is specified for the minimum length that a target is required to be visible.
For example, if 10000 seconds are requested, the tool will return information about those revolutions in the specified range in which the target is visible for at least this time.
Default and minimum is 5000 secs. The maximum rounded visibility (see below) is set to 130 ks.
Any entered value outside the range (5 - 130 ks) is changed by the tool to the appropriate within range value, this is, if below 5 ks it will be changed to 5 ks or if above 130 ks it will be changed to 130 ks.
The tool constrains the output visibility according to several factors:
A plot (pdf) with the factors that constrain the start of the scientific window is provided for AO23 (and as used in the visibility calculations).
For the end of the science window the factor that dominates is radiation and is the constraint that is taken into account.
The final combination of all these factors is represented for AO23 in the following PDF file.
This version of the Visibility Checker uses bin size of 2x2 degrees.
The visibility tool imposes that for a target to be visible, all corners of the corresponding bin must be visible.
The output of the tool is provided in the same Browser window in the form of tables.
It consists of the following components, depending on your selection criteria:
If this option is selected the output will display the common information to all entered targets (XMM-Newton viewing constraints and the fixed parameters for this option that are the AO revolution range and a minimum visibility of 5000 secs), followed by the visibility summary for the requested targets. This information is provided in a results table, with one target per row with the following information:
If this option is selected the output will display:
Then, for each target:
If the tool fails to yield a successful answer these are some of the common problems.