Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bruce_Tepke_081011_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 10 2000 |
Start Time | | 2000/08/10 18:00 |
End Time | | 2000/08/13 18:00 |
Key Words | | storms |
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 | | 26.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 186.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Bruce_Tepke_081011_2 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: 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)
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