Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit389-09-20030106_164200_20030106_212700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/06 |
Start Time | | 2003/01/06 16:42 |
End Time | | 2003/01/06 21:25 |
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 | | 14.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit389-09-20030106_164200_20030106_212700-constBx0 |
Minimum Dst Value | | -7 |
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-2 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. |