Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-11-20020703_024800_20020703_073600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/03 |
Start Time | | 2002/07/03 02:48 |
End Time | | 2002/07/03 07:34 |
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 | | -13.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-11-20020703_024800_20020703_073600-constBx0 |
Minimum Dst Value | | 3 |
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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