Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_080708_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 2 2008 |
Start Time | | 2008/02/02 00:00 |
End Time | | 2008/02/02 10:00 |
Key Words | | substorms |
Model | | BATSRUS with RCM |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Martin_Connors_080708_1 |
Minimum Dst Value | | -49 |
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 Geotail for time period of this run.
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)
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