Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit384-04-20021224_192400_20021225_000900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/24 |
Start Time | | 2002/12/24 19:24 |
End Time | | 2002/12/25 00:07 |
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 | | 20.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 142.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit384-04-20021224_192400_20021225_000900-constBx0 |
Minimum Dst Value | | -43 |
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 Cluster-3 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. |