Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit337-07-20020904_135200_20020904_183700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/04 |
Start Time | | 2002/09/04 13:52 |
End Time | | 2002/09/04 18:35 |
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 | | -18.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit337-07-20020904_135200_20020904_183700-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 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. |