Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit379-08-20021213_170200_20021213_214700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/13 |
Start Time | | 2002/12/13 17:02 |
End Time | | 2002/12/13 21:45 |
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 | | 15.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit379-08-20021213_170200_20021213_214700-constBx0 |
Minimum Dst Value | | -6 |
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-10 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. |