Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-10-20020702_215900_20020703_024700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 21:59 |
End Time | | 2002/07/03 02:45 |
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 | | -30.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-10-20020702_215900_20020703_024700-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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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