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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |