Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit300-04-20020607_214600_20020608_023000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/07 |
Start Time | | 2002/06/07 21:46 |
End Time | | 2002/06/08 02:28 |
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 | | -19.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 163.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit300-04-20020607_214600_20020608_023000-constBx0 |
Minimum Dst Value | | -8 |
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 Wind for time period of this run.
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)
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