Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jorg-Micha_Jahn_101711_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 20 2010 |
Start Time | | 2010/04/20 00:00 |
End Time | | 2010/04/22 23:00 |
Key Words | | boundaries, tilt |
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 | | 8.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 76.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jorg-Micha_Jahn_101711_1 |
Minimum Dst Value | | -11 |
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 THEMIS-B for time period of this run.
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)
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