Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit308-01-20020626_071200_20020626_115900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/26 |
Start Time | | 2002/06/26 07:12 |
End Time | | 2002/06/26 11:57 |
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 | | -20.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.65 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit308-01-20020626_071200_20020626_115900-constBx0 |
Minimum Dst Value | | 1 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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