Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit260-02-20020304_090800_20020304_135300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/04 |
Start Time | | 2002/03/04 09:08 |
End Time | | 2002/03/04 13:51 |
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 | | 5.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 172.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit260-02-20020304_090800_20020304_135300-constBx0 |
Minimum Dst Value | | -7 |
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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