Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Joe_Borovsky_051809_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 16 2003 |
Start Time | | 2003/10/16 00:00 |
End Time | | 2003/10/16 06:00 |
Key Words | | AmblesideOct16 |
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 | | -13.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.40 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 94.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Joe_Borovsky_051809_1 |
Minimum Dst Value | | -51 |
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 IMP-8 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. |