Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit305-12-20020621_075900_20020621_124000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/21 |
Start Time | | 2002/06/21 07:59 |
End Time | | 2002/06/21 12:38 |
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 | | -22.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.02 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 144.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit305-12-20020621_075900_20020621_124000-constBx0 |
Minimum Dst Value | | -8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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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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