Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-10-20020914_163200_20020914_211600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 16:32 |
End Time | | 2002/09/14 21:14 |
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 | | -11.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-10-20020914_163200_20020914_211600-constBx0 |
Minimum Dst Value | | -44 |
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. |