Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mikhail_Shatrov_080409_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 29 2002 |
Start Time | | 2002/07/29 13:00 |
End Time | | 2002/07/29 14:59 |
Key Words | | interplanetary shock, tangential discontinuity |
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 | | 26.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 241.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Mikhail_Shatrov_080409_3 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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