Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Joshua_Ridenour_062909_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 4 2005 |
Start Time | | 2005/12/04 05:00 |
End Time | | 2005/12/04 21:00 |
Key Words | | substorm |
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 | | -33.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 92.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Joshua_Ridenour_062909_3 |
Minimum Dst Value | | -18 |
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-12 for time period of this run.
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)
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