Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-09-20020611_063400_20020611_111800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/11 |
Start Time | | 2002/06/11 06:34 |
End Time | | 2002/06/11 11:16 |
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 | | -18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-09-20020611_063400_20020611_111800-constBx0 |
Minimum Dst Value | | -23 |
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.
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)
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