Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit346-04-20020925_094100_20020925_142600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/25 |
Start Time | | 2002/09/25 09:41 |
End Time | | 2002/09/25 14:24 |
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 | | -3.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit346-04-20020925_094100_20020925_142600-constBx0 |
Minimum Dst Value | | -1 |
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. |