Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katrina_Magno_071511_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 14 2008 |
Start Time | | 2008/07/14 12:55 |
End Time | | 2008/07/14 14:35 |
Key Words | | Magnetosphere2008 |
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 | | 28.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Katrina_Magno_071511_2 |
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 THEMIS-E for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |