Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mikhail_Shatrov_072109_1 | |
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 16:00 |
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_072109_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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