Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lutz_Rastaetter_051606_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 31 2001 |
Start Time | | 2001/08/31 0:00 |
End Time | | 2001/08/31 7:00 |
Key Words | | August 31, 2001 run |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 192.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Lutz_Rastaetter_051606_2 |
Minimum Dst Value | | -19 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |