Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit376-12-20021207_083700_20021207_132100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/07 |
Start Time | | 2002/12/07 08:37 |
End Time | | 2002/12/07 13:19 |
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 | | 22.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit376-12-20021207_083700_20021207_132100-constBx0 |
Minimum Dst Value | | -27 |
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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