Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zdenek_Nemecek_030408_1a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 28 1996 |
Start Time | | 1996/07/28 12:00 |
End Time | | 1996/07/28 13:30 |
Key Words | | error 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 | | 23.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 77.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Zdenek_Nemecek_030408_1a |
Minimum Dst Value | | 12 |
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 GOES-9 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. |