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 THEMIS-A for time period of this run.
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)
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