Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-07-20020513_081600_20020513_130000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/13 |
Start Time | | 2002/05/13 08:16 |
End Time | | 2002/05/13 12:58 |
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 | | -17.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-07-20020513_081600_20020513_130000-constBx0 |
Minimum Dst Value | | -29 |
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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