Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bruce_Tepke_111011_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 12 2000 |
Start Time | | 2000/08/12 04:00 |
End Time | | 2000/08/12 16:00 |
Key Words | | storm substorms |
Model | | SWMF |
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 | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 60 |
F10.7 | | 194.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Bruce_Tepke_111011_3 |
Minimum Dst Value | | -235 |
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.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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