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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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