Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-10-20020909_222700_20020910_031200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/09 |
Start Time | | 2002/09/09 22:27 |
End Time | | 2002/09/10 03:10 |
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 | | 0.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-10-20020909_222700_20020910_031200-constBx0 |
Minimum Dst Value | | -69 |
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 GOES-10 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. |