Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: david_sibeck_011010_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 30 2001 |
Start Time | | 2001/03/30 21:00 |
End Time | | 2001/03/31 06:00 |
Key Words | | geomagnetic storm |
Model | | BATSRUS |
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 | | 10.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 256.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | david_sibeck_011010_1 |
Minimum Dst Value | | -156 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |