Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit386-08-20021230_084100_20021230_132600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/30 |
Start Time | | 2002/12/30 08:41 |
End Time | | 2002/12/30 13:24 |
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 | | 22.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 110.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit386-08-20021230_084100_20021230_132600-constBx0 |
Minimum Dst Value | | -29 |
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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