Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit308-08-20020627_164800_20020627_213500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/27 |
Start Time | | 2002/06/27 16:48 |
End Time | | 2002/06/27 21:33 |
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 | | -31.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit308-08-20020627_164800_20020627_213500-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.
Satellite data B plot for Polar for time period of this run.
![](data: 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)
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