Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-05-20020512_224600_20020513_033000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/12 |
Start Time | | 2002/05/12 22:46 |
End Time | | 2002/05/13 03:28 |
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 | | -13.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-05-20020512_224600_20020513_033000-constBx0 |
Minimum Dst Value | | -44 |
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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