Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit304-06-20020617_191900_20020618_000000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/17 |
Start Time | | 2002/06/17 19:19 |
End Time | | 2002/06/17 23:58 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit304-06-20020617_191900_20020618_000000-constBx0 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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. |