Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Laureline_Broussillou_051209_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 26 2008 |
Start Time | | 2008/05/26 00:00 |
End Time | | 2008/05/27 10:00 |
Key Words | | Magnetosheath Cluster Themis |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Laureline_Broussillou_051209_1 |
Minimum Dst Value | | -13 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-11 for time period of this run.
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)
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