Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit381-07-20021218_062100_20021218_110500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/18 |
Start Time | | 2002/12/18 06:21 |
End Time | | 2002/12/18 11:03 |
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 | | 28.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit381-07-20021218_062100_20021218_110500-constBx0 |
Minimum Dst Value | | 9 |
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-4 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. |