Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-08-20020202_153300_20020202_201800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/02 |
Start Time | | 2002/02/02 15:33 |
End Time | | 2002/02/02 20:16 |
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 | | 7.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.99 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 233.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-08-20020202_153300_20020202_201800-constBx0 |
Minimum Dst Value | | -61 |
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 Polar 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. |