Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit360-05-20021028_215500_20021029_024000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/28 |
Start Time | | 2002/10/28 21:55 |
End Time | | 2002/10/29 02:38 |
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 | | 17.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit360-05-20021028_215500_20021029_024000-constBx0 |
Minimum Dst Value | | -46 |
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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