Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jeremy_Mitchell_090909_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 27 2008 |
Start Time | | 2008/04/27 15:00 |
End Time | | 2008/04/27 20:00 |
Key Words | | Bowshock |
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 | | 24.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jeremy_Mitchell_090909_1 |
Minimum Dst Value | | -17 |
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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