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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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