Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-12-20020626_022600_20020626_071200-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 02:26 |
End Time | | 2002/06/26 07:10 |
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 | | -13.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-12-20020626_022600_20020626_071200-constBx0 |
Minimum Dst Value | | -7 |
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 Geotail for time period of this run.
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)
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