Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-04-20020908_175100_20020908_223600-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 17:51 |
End Time | | 2002/09/08 22:34 |
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 | | -11.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-04-20020908_175100_20020908_223600-constBx0 |
Minimum Dst Value | | -76 |
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 Polar 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. |