Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit384-08-20021225_142800_20021225_191300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/25 |
Start Time | | 2002/12/25 14:28 |
End Time | | 2002/12/25 19:11 |
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 | | 13.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 127.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit384-08-20021225_142800_20021225_191300-constBx0 |
Minimum Dst Value | | -39 |
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 GOES-8 for time period of this run.
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)
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