Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kris_Kersten_092811_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 22 2001 |
Start Time | | 2001/10/22 12:00 |
End Time | | 2001/10/22 23:58 |
Key Words | | cavity |
Model | | BATSRUS with RCM |
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 | | -7.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 230.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kris_Kersten_092811_1 |
Minimum Dst Value | | 8 |
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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