Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit338-10-20020907_131900_20020907_180400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/07 |
Start Time | | 2002/09/07 13:19 |
End Time | | 2002/09/07 18:02 |
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 | | -17.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit338-10-20020907_131900_20020907_180400-constBx0 |
Minimum Dst Value | | -79 |
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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