Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-03-20021212_171200_20021212_215700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/12 |
Start Time | | 2002/12/12 17:12 |
End Time | | 2002/12/12 21:55 |
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 | | 15.86 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.75 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-03-20021212_171200_20021212_215700-constBx0 |
Minimum Dst Value | | -14 |
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 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. |