Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-12-20020519_021800_20020519_065700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/19 |
Start Time | | 2002/05/19 02:18 |
End Time | | 2002/05/19 06:55 |
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 | | -10.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-12-20020519_021800_20020519_065700-constBx0 |
Minimum Dst Value | | -42 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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