Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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