Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-03-20020908_130500_20020908_175000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/08 |
Start Time | | 2002/09/08 13:05 |
End Time | | 2002/09/08 17:48 |
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 | | -16.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-03-20020908_130500_20020908_175000-constBx0 |
Minimum Dst Value | | -83 |
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. |