Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-01-20020720_040900_20020720_085400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/20 |
Start Time | | 2002/07/20 04:09 |
End Time | | 2002/07/20 08:52 |
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 | | -12.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-01-20020720_040900_20020720_085400-constBx0 |
Minimum Dst Value | | -28 |
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 GOES-8 for time period of this run.
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)
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