Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-12-20020504_195200_20020505_003100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/04 |
Start Time | | 2002/05/04 19:52 |
End Time | | 2002/05/05 00:29 |
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 | | -19.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-12-20020504_195200_20020505_003100-constBx0 |
Minimum Dst Value | | -3 |
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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