Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-11-20020516_121900_20020516_170300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/16 |
Start Time | | 2002/05/16 12:19 |
End Time | | 2002/05/16 17:01 |
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 | | -27.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-11-20020516_121900_20020516_170300-constBx0 |
Minimum Dst Value | | -28 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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