Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-03-20020201_154300_20020201_202800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/01 |
Start Time | | 2002/02/01 15:43 |
End Time | | 2002/02/01 20:26 |
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 | | 8.12 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 238.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-03-20020201_154300_20020201_202800-constBx0 |
Minimum Dst Value | | -33 |
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. |