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.
Data/Model comparison B plot for GOES-10 for time period of this run.
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)
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