Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit383-02-20021222_004600_20021222_053100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/22 |
Start Time | | 2002/12/22 00:46 |
End Time | | 2002/12/22 05:29 |
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 | | 32.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit383-02-20021222_004600_20021222_053100-constBx0 |
Minimum Dst Value | | -33 |
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-11 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. |