Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-07-20020216_172000_20020216_220500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/16 |
Start Time | | 2002/02/16 17:20 |
End Time | | 2002/02/16 22:03 |
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 | | 5.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-07-20020216_172000_20020216_220500-constBx0 |
Minimum Dst Value | | -13 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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