Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Leila_Mays_102810_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 03 2010 |
Start Time | | 2010/04/03 00:00 |
End Time | | 2010/04/05 23:59 |
Key Words | | Storm |
Model | | BATSRUS with RCM |
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 | | 2.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 77.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Leila_Mays_102810_1 |
Minimum Dst Value | | 8 |
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 Cluster-3 for time period of this run.
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)
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