Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-01-20020203_151800_20020203_200200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/03 |
Start Time | | 2002/02/03 15:18 |
End Time | | 2002/02/03 20:00 |
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 | | 7.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 226.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-01-20020203_151800_20020203_200200-constBx0 |
Minimum Dst Value | | -24 |
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. |