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.
Satellite data B plot for GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |