Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Bruce_Tepke_081011_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 10 2000 |
Start Time | | 2000/08/10 18:00 |
End Time | | 2000/08/13 18:00 |
Key Words | | storms |
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 | | 26.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 186.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Bruce_Tepke_081011_2 |
Minimum Dst Value | | -235 |
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. |